├── LICENSE
├── Readme.md
├── data
├── acc.png
├── model_init.txt
├── seq_model_01.txt
├── seq_model_02.txt
├── seq_model_03.txt
├── seq_model_04.txt
├── seq_model_05.txt
├── testing_answer.txt
├── testing_data1.txt
├── testing_data2.txt
├── testing_result1.txt
└── training_log.txt
├── problem_description.pdf
└── src
├── Makefile
├── hmm.cpp
├── hmm.h
├── model_01.txt
├── model_02.txt
├── model_03.txt
├── model_04.txt
├── model_05.txt
├── modellist.txt
├── plot.py
├── test
├── test_hmm.cpp
├── train
└── train_hmm.cpp
/LICENSE:
--------------------------------------------------------------------------------
1 | MIT License
2 |
3 | Copyright (c) 2018 Ting-Wei, Liu
4 |
5 | Permission is hereby granted, free of charge, to any person obtaining a copy
6 | of this software and associated documentation files (the "Software"), to deal
7 | in the Software without restriction, including without limitation the rights
8 | to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
9 | copies of the Software, and to permit persons to whom the Software is
10 | furnished to do so, subject to the following conditions:
11 |
12 | The above copyright notice and this permission notice shall be included in all
13 | copies or substantial portions of the Software.
14 |
15 | THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
16 | IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
17 | FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
18 | AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
19 | LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
20 | OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
21 | SOFTWARE.
22 |
--------------------------------------------------------------------------------
/Readme.md:
--------------------------------------------------------------------------------
1 | # Digital Signal Processing: Discrete HMM
2 | - **Discrete Hidden Markov Model Implementation in C++**
3 | - Implemented based on the course DSP offered by NTU: [HMM.pdf](https://drive.google.com/file/d/1mDkCqMQ3DoAsyoTG0nysyx3h-6ehDcmi/view?usp=sharing)
4 |
5 |
6 | ## Environment
7 | * **< g++ [gcc version 8.2.0 (GCC)] >** (Tested)
8 | * **< g++ [gcc version 7.3.0 (GCC)] >** (Tested)
9 | * **< g++ [gcc version 4.2.1 (GCC)] >** (Tested)
10 | * **< Python 3.6+ >** (Optional - for plot.py)
11 | * **< Matplotlib 2.2.3 >** (Optional - for plot.py)
12 |
13 | ## Algorithm
14 |
15 | ### Training - [Baum Welch algorithm](https://en.wikipedia.org/wiki/Baum–Welch_algorithm)
16 | * **Initialization**:
17 | - Set **θ = ( A , B , π )** with initial conditions (model_init.txt)
18 | * **Forward Procedure**:
19 | - Compute **αi(t) = P( O1=o1, ..., Ot=ot, qt=i | θ )** recursively, the probability of seeing the observation sequence **o1, o2, ..., ot** and being in state **i** at time **t**.
20 | * **Backward Procedure**:
21 | - Compute **βi(t) = P( Ot+1=ot+1, ..., OT=oT | qt=i, θ )** recursively, the probability of the ending partial observation sequence **ot+1, ot+2, ..., oT** given starting state **i** at time **t**.
22 | * **Accumulation Procedure**:
23 | - Calculate the temporary variables, according to Bayes' theorem.
24 | - Gamma: the probability of being in state **i** at time **t** given the observed sequence **O** and the parameters **θ**.
25 | - Epsilon: the probability of being in state **i** and **j** at times **t** and **t+1** respectively given the observed sequence **O** and parameters **θ**.
26 | * **Update Procedure**:
27 | - Parameters of the hidden Markov model θ can now be updated: **( A , B , π ) = ( A\* , B\* , π\* )**
28 |
29 | ### Testing - [Viterbi Algorithm](https://en.wikipedia.org/wiki/Viterbi_algorithm)
30 | * A dynamic programming algorithm for finding the most likely sequence of hidden states, that results in a sequence of observed events.
31 | * Given a hidden Markov model (HMM) with state space **Q**, initial probabilities **πi** of being in state **i** and transition probabilities **a(i,j)** of transitioning from state **i** to state **j**. Say we observe outputs **o1, ..., oT**. The most likely state sequence **q1, ..., qT** that produces the observations is given by the Viterbi relations.
32 | * This algorithm generates a path **Q = ( q1, q2, ..., qT )**, which is a sequence of states **qt ∈ Q = { q1, q2, ..., qK }** that generate the observations **O = ( o1, o2, ..., oT )** with **on ∈ O = { o1, o2, ..., oN }**, N being the count of observations.
33 |
34 |
35 | ## File Description
36 | ```
37 | .
38 | ├── src/
39 | | ├── Makefile g++ compiler make file
40 | | ├── hmm.h HMM implementation
41 | | ├── hmm.cpp HMM implementation
42 | | ├── test_hmm.cpp Testing algorithm implementation
43 | | ├── train_hmm.cpp Training algorithm implementation
44 | | ├── test Unix executable binary code for test_hmm.cpp (See the next "Usage" section for more details)
45 | | ├── train Unix executable binary code for train_hmm.cpp (See the next "Usage" section for more details)
46 | | ├── plot.py Draws the training plot
47 | | ├── model_01~05.txt Trained models
48 | | └── modellist.txt Model name list
49 | ├── data/
50 | | ├── model_init.txt Initial model for training
51 | | ├── seq_model_01~05.txt Training data (observation sequences)
52 | | ├── testing_data1.txt Testing data (observation sequences)
53 | | ├── testing_answer.txt Real answer for "testing_data1.txt"
54 | | ├── testing_result.txt Model generated answer for "testing_data1.txt"
55 | | └── testing_data2.txt Testing data without answer
56 | ├──problem_description.pdf Work Spec
57 | └── Readme.md This File
58 | ```
59 |
60 |
61 | ## Usage
62 |
63 | ### Train models separately, then test
64 | ```
65 | └── src/
66 | ├── make clean
67 | ├── make
68 | ├── ./train #iteration ../data/model_init.txt ../data/seq_model_01.txt model_01.txt
69 | ├── ./train #iteration ../data/model_init.txt ../data/seq_model_02.txt model_02.txt
70 | ├── ./train #iteration ../data/model_init.txt ../data/seq_model_03.txt model_03.txt
71 | ├── ./train #iteration ../data/model_init.txt ../data/seq_model_04.txt model_04.txt
72 | ├── ./train #iteration ../data/model_init.txt ../data/seq_model_05.txt model_05.txt
73 | └── ./test modellist.txt ../data/testing_data1.txt ../data/testing_result1.txt
74 | - #iteration is positive integer, which is the iteration of the Baum-Welch algorithm.
75 | ```
76 |
77 | ### Train all models at once, then test
78 | ```
79 | └── src/
80 | ├── make clean
81 | ├── make
82 | ├── ./train 250 ../data/model_init.txt ../data/ modellist.txt all
83 | └── ./test modellist.txt ../data/testing_data1.txt ../data/testing_result1.txt
84 | - #iteration is positive integer, which is the iteration of the Baum-Welch algorithm.
85 | ```
86 |
87 | ### Train all models at once, along with the calculation of the HMM's test score in every iteration **(Suggest Usage)**
88 | ```
89 | └── src/
90 | ├── make clean
91 | ├── make
92 | ├── ./train 250 ../data/model_init.txt ../data/ modellist.txt all test
93 | └── ./test modellist.txt ../data/testing_data1.txt ../data/testing_result1.txt
94 | - #iteration is positive integer, which is the iteration of the Baum-Welch algorithm.
95 | ```
96 |
97 | ### Draw Training Plot
98 | ```
99 | └── src/
100 | └── python3 plot.py
101 | ```
102 |
103 |
104 | ## Experinment: Iteration v.s. Accuracy Plot
105 | * **Result**: Maximum accuracy **0.8708** achieved at the 2560-th iteration
106 | * **Training Plot**:
107 | 
108 |
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/data/acc.png:
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https://raw.githubusercontent.com/andi611/Hidden-Markov-Model-Digital-Signal-Processing/a67c0c3b913b39c1b1857edbd6c54729c1142256/data/acc.png
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/data/model_init.txt:
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1 | initial: 6
2 | 0.20000 0.10000 0.20000 0.20000 0.20000 0.10000
3 |
4 | transition: 6
5 | 0.30000 0.30000 0.10000 0.10000 0.10000 0.10000
6 | 0.10000 0.30000 0.30000 0.10000 0.10000 0.10000
7 | 0.10000 0.10000 0.30000 0.30000 0.10000 0.10000
8 | 0.10000 0.10000 0.10000 0.30000 0.30000 0.10000
9 | 0.10000 0.10000 0.10000 0.10000 0.30000 0.30000
10 | 0.30000 0.10000 0.10000 0.10000 0.10000 0.30000
11 |
12 | observation: 6
13 | 0.20000 0.20000 0.10000 0.10000 0.10000 0.10000
14 | 0.20000 0.20000 0.20000 0.20000 0.10000 0.10000
15 | 0.20000 0.20000 0.20000 0.20000 0.20000 0.20000
16 | 0.20000 0.20000 0.20000 0.20000 0.20000 0.20000
17 | 0.10000 0.10000 0.20000 0.20000 0.20000 0.20000
18 | 0.10000 0.10000 0.10000 0.10000 0.20000 0.20000
19 |
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/data/testing_answer.txt:
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/data/testing_result1.txt:
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3 | model_01.txt 2.05149e-32
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14 | model_03.txt 3.60079e-36
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1329 | model_04.txt 2.02935e-39
1330 | model_03.txt 5.02118e-33
1331 | model_05.txt 6.99444e-39
1332 | model_02.txt 1.01612e-39
1333 | model_05.txt 1.25229e-40
1334 | model_01.txt 2.01803e-27
1335 | model_04.txt 5.01224e-43
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1814 | model_01.txt 4.17115e-30
1815 | model_02.txt 5.17817e-39
1816 | model_05.txt 6.31334e-42
1817 | model_01.txt 8.15487e-32
1818 | model_01.txt 3.25556e-34
1819 | model_05.txt 1.24678e-38
1820 | model_01.txt 3.02035e-30
1821 | model_03.txt 3.49562e-38
1822 | model_02.txt 4.96765e-41
1823 | model_05.txt 2.29903e-40
1824 | model_01.txt 3.82488e-28
1825 | model_01.txt 9.24171e-32
1826 | model_04.txt 1.05171e-38
1827 | model_04.txt 7.15042e-38
1828 | model_01.txt 1.43801e-32
1829 | model_01.txt 1.11999e-33
1830 | model_03.txt 4.52848e-36
1831 | model_05.txt 1.39479e-43
1832 | model_04.txt 1.50526e-39
1833 | model_03.txt 4.30244e-38
1834 | model_02.txt 9.76092e-40
1835 | model_03.txt 1.01477e-41
1836 | model_03.txt 1.67418e-37
1837 | model_01.txt 3.39194e-30
1838 | model_02.txt 6.10027e-38
1839 | model_01.txt 6.63217e-32
1840 | model_04.txt 1.24571e-37
1841 | model_02.txt 1.1407e-40
1842 | model_04.txt 1.6905e-39
1843 | model_01.txt 1.23036e-26
1844 | model_01.txt 5.11319e-36
1845 | model_03.txt 2.69555e-37
1846 | model_05.txt 9.404e-41
1847 | model_02.txt 1.83855e-40
1848 | model_01.txt 1.85401e-30
1849 | model_01.txt 9.71578e-31
1850 | model_05.txt 6.02892e-40
1851 | model_05.txt 3.46711e-41
1852 | model_03.txt 1.62247e-33
1853 | model_01.txt 3.62456e-29
1854 | model_04.txt 2.6608e-39
1855 | model_01.txt 1.57316e-31
1856 | model_03.txt 2.51912e-35
1857 | model_01.txt 3.57143e-32
1858 | model_02.txt 1.0204e-40
1859 | model_04.txt 5.93837e-40
1860 | model_04.txt 9.42136e-39
1861 | model_04.txt 2.8972e-40
1862 | model_02.txt 5.8568e-39
1863 | model_02.txt 4.39307e-39
1864 | model_04.txt 6.66376e-39
1865 | model_03.txt 8.04445e-43
1866 | model_04.txt 2.78188e-42
1867 | model_02.txt 5.25966e-39
1868 | model_02.txt 9.47661e-43
1869 | model_02.txt 8.55902e-40
1870 | model_02.txt 2.94167e-39
1871 | model_04.txt 3.17994e-39
1872 | model_02.txt 1.66324e-38
1873 | model_02.txt 2.44773e-39
1874 | model_03.txt 7.05073e-35
1875 | model_02.txt 1.22882e-41
1876 | model_05.txt 2.8232e-40
1877 | model_01.txt 1.71169e-28
1878 | model_03.txt 2.07138e-34
1879 | model_02.txt 1.52427e-38
1880 | model_01.txt 5.67934e-33
1881 | model_03.txt 4.42243e-35
1882 | model_05.txt 8.26708e-39
1883 | model_02.txt 3.83754e-39
1884 | model_01.txt 9.30073e-34
1885 | model_03.txt 2.71276e-33
1886 | model_05.txt 3.34916e-40
1887 | model_02.txt 1.06196e-39
1888 | model_04.txt 8.8493e-40
1889 | model_02.txt 9.4998e-40
1890 | model_04.txt 2.17234e-38
1891 | model_05.txt 6.34662e-42
1892 | model_03.txt 6.15231e-35
1893 | model_03.txt 1.98409e-34
1894 | model_04.txt 1.00639e-38
1895 | model_01.txt 1.06248e-31
1896 | model_04.txt 3.7364e-40
1897 | model_01.txt 1.17821e-31
1898 | model_04.txt 2.16694e-42
1899 | model_05.txt 1.3278e-38
1900 | model_02.txt 9.107e-40
1901 | model_01.txt 2.21468e-33
1902 | model_04.txt 8.9696e-38
1903 | model_05.txt 3.8045e-39
1904 | model_04.txt 1.90649e-41
1905 | model_04.txt 5.1543e-37
1906 | model_02.txt 3.92838e-37
1907 | model_04.txt 4.87749e-40
1908 | model_02.txt 8.0669e-42
1909 | model_03.txt 8.39053e-37
1910 | model_05.txt 1.98892e-39
1911 | model_02.txt 7.05306e-40
1912 | model_03.txt 2.27367e-34
1913 | model_04.txt 6.63717e-42
1914 | model_01.txt 1.7137e-36
1915 | model_03.txt 1.77767e-35
1916 | model_04.txt 1.4308e-41
1917 | model_02.txt 2.74379e-38
1918 | model_02.txt 5.2914e-41
1919 | model_04.txt 3.66122e-42
1920 | model_01.txt 2.81586e-30
1921 | model_03.txt 2.63787e-33
1922 | model_01.txt 3.0167e-33
1923 | model_02.txt 3.98949e-40
1924 | model_05.txt 8.56459e-39
1925 | model_03.txt 2.04797e-36
1926 | model_01.txt 1.01918e-30
1927 | model_02.txt 1.4154e-39
1928 | model_02.txt 5.62668e-41
1929 | model_05.txt 3.82805e-43
1930 | model_02.txt 2.82354e-39
1931 | model_04.txt 1.19258e-40
1932 | model_05.txt 1.11749e-41
1933 | model_05.txt 4.36076e-42
1934 | model_02.txt 2.13299e-41
1935 | model_04.txt 1.48154e-38
1936 | model_01.txt 5.34831e-31
1937 | model_03.txt 7.1445e-35
1938 | model_03.txt 3.19626e-33
1939 | model_01.txt 1.40439e-33
1940 | model_01.txt 2.3835e-32
1941 | model_03.txt 1.09998e-36
1942 | model_04.txt 1.44352e-39
1943 | model_05.txt 2.20991e-37
1944 | model_04.txt 1.35339e-41
1945 | model_05.txt 4.77972e-40
1946 | model_04.txt 5.8369e-38
1947 | model_03.txt 7.2455e-36
1948 | model_03.txt 2.26546e-36
1949 | model_03.txt 4.52431e-31
1950 | model_04.txt 2.08342e-39
1951 | model_04.txt 8.93549e-40
1952 | model_05.txt 2.66793e-42
1953 | model_01.txt 4.09354e-36
1954 | model_03.txt 2.24146e-33
1955 | model_01.txt 2.74645e-34
1956 | model_02.txt 6.51519e-40
1957 | model_03.txt 2.4035e-36
1958 | model_01.txt 1.21108e-34
1959 | model_04.txt 6.08957e-38
1960 | model_02.txt 4.90277e-39
1961 | model_01.txt 4.76099e-34
1962 | model_03.txt 1.04301e-36
1963 | model_02.txt 4.91851e-42
1964 | model_04.txt 6.2153e-38
1965 | model_01.txt 1.51951e-30
1966 | model_01.txt 1.64182e-31
1967 | model_03.txt 3.66442e-39
1968 | model_03.txt 1.37928e-39
1969 | model_01.txt 4.22872e-32
1970 | model_02.txt 9.37523e-40
1971 | model_03.txt 5.77006e-39
1972 | model_02.txt 1.02239e-39
1973 | model_02.txt 2.58201e-40
1974 | model_04.txt 6.04725e-39
1975 | model_05.txt 4.0079e-42
1976 | model_02.txt 1.44053e-41
1977 | model_03.txt 3.96107e-35
1978 | model_01.txt 4.5818e-28
1979 | model_04.txt 2.74619e-42
1980 | model_02.txt 8.60252e-38
1981 | model_01.txt 9.15586e-33
1982 | model_03.txt 6.81626e-33
1983 | model_03.txt 2.53489e-35
1984 | model_04.txt 2.09771e-43
1985 | model_05.txt 2.65157e-40
1986 | model_01.txt 1.95463e-33
1987 | model_04.txt 8.99781e-41
1988 | model_02.txt 1.58825e-41
1989 | model_02.txt 3.16625e-38
1990 | model_01.txt 1.36603e-31
1991 | model_04.txt 4.30604e-39
1992 | model_03.txt 7.02565e-39
1993 | model_04.txt 9.22217e-40
1994 | model_01.txt 1.07572e-35
1995 | model_01.txt 4.64826e-37
1996 | model_01.txt 1.15962e-35
1997 | model_04.txt 1.84696e-41
1998 | model_05.txt 6.28486e-41
1999 | model_03.txt 1.38705e-32
2000 | model_04.txt 1.89437e-38
2001 | model_04.txt 4.40351e-43
2002 | model_02.txt 2.37957e-39
2003 | model_05.txt 4.40711e-38
2004 | model_02.txt 5.97491e-40
2005 | model_01.txt 2.60855e-34
2006 | model_05.txt 1.72609e-39
2007 | model_04.txt 2.44575e-43
2008 | model_04.txt 1.41676e-39
2009 | model_03.txt 3.383e-40
2010 | model_05.txt 9.58345e-40
2011 | model_03.txt 6.34688e-40
2012 | model_05.txt 9.66684e-39
2013 | model_01.txt 1.65348e-31
2014 | model_03.txt 4.40535e-38
2015 | model_04.txt 3.08172e-39
2016 | model_05.txt 2.60769e-41
2017 | model_05.txt 1.99481e-39
2018 | model_05.txt 1.25281e-40
2019 | model_01.txt 5.61915e-38
2020 | model_05.txt 4.18382e-41
2021 | model_03.txt 6.95997e-36
2022 | model_04.txt 1.30714e-40
2023 | model_01.txt 1.41607e-31
2024 | model_03.txt 2.5088e-35
2025 | model_01.txt 2.6377e-38
2026 | model_02.txt 2.19917e-39
2027 | model_03.txt 1.04432e-35
2028 | model_03.txt 4.8032e-32
2029 | model_04.txt 1.61749e-39
2030 | model_01.txt 4.00953e-32
2031 | model_04.txt 6.08782e-37
2032 | model_04.txt 2.76508e-41
2033 | model_03.txt 1.85691e-34
2034 | model_04.txt 3.05977e-39
2035 | model_01.txt 5.16358e-32
2036 | model_05.txt 3.33009e-41
2037 | model_04.txt 6.97174e-43
2038 | model_02.txt 4.0933e-39
2039 | model_03.txt 2.06006e-30
2040 | model_03.txt 2.26431e-36
2041 | model_01.txt 1.22684e-33
2042 | model_04.txt 1.68681e-42
2043 | model_04.txt 2.24487e-36
2044 | model_01.txt 3.31594e-31
2045 | model_05.txt 2.23144e-40
2046 | model_03.txt 1.95974e-36
2047 | model_03.txt 1.33363e-37
2048 | model_05.txt 7.11439e-39
2049 | model_01.txt 3.05832e-32
2050 | model_04.txt 1.8171e-41
2051 | model_02.txt 3.15727e-38
2052 | model_03.txt 1.01082e-32
2053 | model_05.txt 1.82192e-41
2054 | model_02.txt 7.1944e-38
2055 | model_02.txt 2.21197e-39
2056 | model_01.txt 6.86943e-34
2057 | model_04.txt 8.5975e-44
2058 | model_02.txt 3.7895e-43
2059 | model_03.txt 1.41251e-32
2060 | model_04.txt 2.21909e-37
2061 | model_03.txt 1.44255e-34
2062 | model_02.txt 1.91978e-41
2063 | model_01.txt 8.95456e-34
2064 | model_03.txt 4.16464e-37
2065 | model_01.txt 3.92716e-31
2066 | model_04.txt 4.0239e-37
2067 | model_04.txt 8.17412e-38
2068 | model_03.txt 8.18059e-37
2069 | model_03.txt 5.73964e-36
2070 | model_02.txt 1.52807e-38
2071 | model_04.txt 8.55621e-36
2072 | model_02.txt 1.03428e-41
2073 | model_03.txt 6.24136e-35
2074 | model_03.txt 3.2554e-40
2075 | model_05.txt 1.54228e-40
2076 | model_02.txt 3.06354e-41
2077 | model_03.txt 2.46144e-37
2078 | model_02.txt 1.54396e-38
2079 | model_02.txt 1.91819e-41
2080 | model_01.txt 1.47846e-29
2081 | model_03.txt 3.19608e-37
2082 | model_02.txt 1.11759e-40
2083 | model_05.txt 2.68563e-42
2084 | model_03.txt 7.50083e-34
2085 | model_04.txt 5.2975e-38
2086 | model_03.txt 6.8517e-32
2087 | model_04.txt 5.18278e-41
2088 | model_02.txt 2.04598e-39
2089 | model_03.txt 3.37052e-33
2090 | model_05.txt 2.40395e-41
2091 | model_03.txt 2.03979e-32
2092 | model_04.txt 2.48573e-40
2093 | model_04.txt 1.69134e-39
2094 | model_02.txt 1.29582e-36
2095 | model_03.txt 2.3049e-33
2096 | model_03.txt 1.99433e-35
2097 | model_05.txt 3.03029e-40
2098 | model_05.txt 1.52827e-40
2099 | model_05.txt 1.19893e-39
2100 | model_03.txt 1.27018e-33
2101 | model_03.txt 2.54472e-40
2102 | model_04.txt 6.49626e-39
2103 | model_03.txt 3.69242e-33
2104 | model_02.txt 1.31792e-37
2105 | model_03.txt 2.2722e-36
2106 | model_03.txt 7.74579e-36
2107 | model_03.txt 8.37037e-39
2108 | model_04.txt 9.01389e-41
2109 | model_04.txt 2.71996e-42
2110 | model_04.txt 2.54683e-41
2111 | model_05.txt 2.291e-39
2112 | model_03.txt 1.72771e-34
2113 | model_04.txt 9.79591e-38
2114 | model_01.txt 2.73274e-32
2115 | model_03.txt 3.26843e-36
2116 | model_04.txt 2.8013e-41
2117 | model_02.txt 1.09018e-40
2118 | model_02.txt 3.37155e-38
2119 | model_03.txt 1.06075e-35
2120 | model_05.txt 1.56271e-40
2121 | model_04.txt 4.09685e-39
2122 | model_01.txt 1.28092e-30
2123 | model_01.txt 4.95155e-32
2124 | model_01.txt 2.22301e-29
2125 | model_03.txt 2.6458e-35
2126 | model_03.txt 3.2541e-35
2127 | model_01.txt 6.66089e-32
2128 | model_01.txt 1.4492e-30
2129 | model_03.txt 6.54153e-39
2130 | model_03.txt 1.83719e-38
2131 | model_02.txt 2.82815e-40
2132 | model_02.txt 1.05342e-38
2133 | model_03.txt 4.5005e-37
2134 | model_05.txt 6.81841e-40
2135 | model_05.txt 4.83887e-39
2136 | model_05.txt 3.78592e-43
2137 | model_02.txt 1.73466e-39
2138 | model_04.txt 1.04964e-41
2139 | model_02.txt 9.38398e-41
2140 | model_04.txt 1.45556e-41
2141 | model_01.txt 8.46735e-35
2142 | model_01.txt 3.65009e-34
2143 | model_03.txt 3.07063e-35
2144 | model_02.txt 5.45788e-41
2145 | model_04.txt 4.97292e-39
2146 | model_04.txt 1.88683e-40
2147 | model_02.txt 1.56353e-42
2148 | model_05.txt 1.50486e-42
2149 | model_03.txt 1.02324e-34
2150 | model_01.txt 3.51351e-30
2151 | model_05.txt 9.69935e-41
2152 | model_04.txt 3.27443e-41
2153 | model_04.txt 4.28694e-38
2154 | model_03.txt 8.58106e-40
2155 | model_03.txt 1.03719e-35
2156 | model_04.txt 1.37993e-38
2157 | model_03.txt 2.46707e-36
2158 | model_04.txt 1.16365e-37
2159 | model_04.txt 2.88088e-38
2160 | model_04.txt 1.76571e-39
2161 | model_02.txt 2.20054e-39
2162 | model_02.txt 1.5854e-40
2163 | model_04.txt 9.59587e-41
2164 | model_02.txt 1.41629e-38
2165 | model_01.txt 7.67473e-32
2166 | model_01.txt 2.84637e-32
2167 | model_03.txt 6.46032e-36
2168 | model_01.txt 7.01434e-29
2169 | model_04.txt 8.8448e-42
2170 | model_03.txt 1.0078e-37
2171 | model_01.txt 7.84088e-32
2172 | model_05.txt 8.81443e-41
2173 | model_02.txt 7.83608e-38
2174 | model_01.txt 2.33673e-31
2175 | model_05.txt 1.73622e-38
2176 | model_05.txt 8.34253e-39
2177 | model_04.txt 2.4807e-38
2178 | model_05.txt 7.022e-46
2179 | model_02.txt 2.42435e-39
2180 | model_04.txt 1.71661e-39
2181 | model_03.txt 5.07444e-36
2182 | model_05.txt 7.6063e-41
2183 | model_01.txt 1.01106e-34
2184 | model_03.txt 4.15647e-35
2185 | model_04.txt 1.64056e-41
2186 | model_02.txt 3.21882e-39
2187 | model_03.txt 6.83973e-41
2188 | model_02.txt 2.85342e-39
2189 | model_02.txt 5.85543e-37
2190 | model_03.txt 7.70582e-37
2191 | model_03.txt 3.11087e-34
2192 | model_02.txt 8.60401e-40
2193 | model_01.txt 2.01112e-34
2194 | model_02.txt 1.03497e-38
2195 | model_01.txt 2.35783e-31
2196 | model_05.txt 1.88742e-42
2197 | model_02.txt 1.01199e-39
2198 | model_02.txt 1.0812e-37
2199 | model_03.txt 2.56823e-35
2200 | model_05.txt 7.43384e-41
2201 | model_02.txt 2.11056e-40
2202 | model_01.txt 1.65927e-27
2203 | model_05.txt 1.5816e-38
2204 | model_04.txt 1.27332e-42
2205 | model_02.txt 5.61296e-38
2206 | model_02.txt 7.46821e-42
2207 | model_04.txt 6.47345e-39
2208 | model_02.txt 2.03116e-39
2209 | model_05.txt 2.24868e-40
2210 | model_03.txt 1.11679e-31
2211 | model_05.txt 2.18275e-42
2212 | model_02.txt 4.38968e-41
2213 | model_02.txt 8.10282e-39
2214 | model_01.txt 8.47269e-37
2215 | model_05.txt 2.05129e-42
2216 | model_03.txt 6.76715e-34
2217 | model_05.txt 9.54842e-41
2218 | model_05.txt 4.41399e-37
2219 | model_03.txt 1.08494e-31
2220 | model_01.txt 2.69083e-30
2221 | model_05.txt 3.61059e-41
2222 | model_03.txt 2.00057e-32
2223 | model_02.txt 1.74948e-39
2224 | model_04.txt 3.44003e-40
2225 | model_04.txt 2.40995e-41
2226 | model_03.txt 1.9964e-31
2227 | model_02.txt 9.26347e-41
2228 | model_03.txt 1.19061e-37
2229 | model_02.txt 6.16551e-39
2230 | model_05.txt 2.58435e-42
2231 | model_05.txt 4.29702e-43
2232 | model_01.txt 5.39833e-38
2233 | model_04.txt 2.03462e-38
2234 | model_01.txt 6.59187e-37
2235 | model_03.txt 1.1377e-33
2236 | model_01.txt 5.56001e-31
2237 | model_05.txt 6.66422e-40
2238 | model_03.txt 7.3326e-32
2239 | model_05.txt 1.83858e-39
2240 | model_04.txt 2.44866e-41
2241 | model_03.txt 9.4531e-37
2242 | model_02.txt 3.35569e-39
2243 | model_05.txt 1.4289e-42
2244 | model_04.txt 6.88462e-40
2245 | model_05.txt 1.00942e-41
2246 | model_04.txt 1.05822e-41
2247 | model_04.txt 3.9573e-39
2248 | model_02.txt 1.15288e-39
2249 | model_05.txt 8.1463e-41
2250 | model_03.txt 5.67398e-33
2251 | model_03.txt 6.11948e-35
2252 | model_03.txt 2.87874e-36
2253 | model_04.txt 8.19837e-40
2254 | model_05.txt 2.80589e-39
2255 | model_03.txt 6.9668e-36
2256 | model_05.txt 8.59489e-40
2257 | model_03.txt 7.99996e-34
2258 | model_01.txt 5.61486e-30
2259 | model_04.txt 1.80769e-40
2260 | model_01.txt 7.82015e-33
2261 | model_02.txt 1.12941e-38
2262 | model_02.txt 8.94286e-39
2263 | model_03.txt 3.91473e-36
2264 | model_01.txt 6.84923e-30
2265 | model_02.txt 1.59261e-41
2266 | model_03.txt 6.06938e-33
2267 | model_02.txt 1.96813e-39
2268 | model_03.txt 4.4806e-38
2269 | model_02.txt 2.77865e-39
2270 | model_02.txt 1.50194e-39
2271 | model_05.txt 1.35641e-39
2272 | model_01.txt 1.47741e-31
2273 | model_03.txt 9.01277e-38
2274 | model_04.txt 2.48698e-40
2275 | model_04.txt 4.70619e-38
2276 | model_03.txt 2.46199e-35
2277 | model_01.txt 2.50979e-37
2278 | model_05.txt 2.50924e-39
2279 | model_05.txt 7.60102e-40
2280 | model_02.txt 6.19986e-39
2281 | model_01.txt 2.59114e-29
2282 | model_01.txt 3.56854e-34
2283 | model_02.txt 3.65896e-40
2284 | model_01.txt 3.76879e-35
2285 | model_02.txt 2.11123e-40
2286 | model_03.txt 4.04566e-31
2287 | model_02.txt 8.7534e-40
2288 | model_01.txt 1.00733e-30
2289 | model_01.txt 1.6695e-35
2290 | model_04.txt 1.89901e-40
2291 | model_03.txt 3.95696e-39
2292 | model_04.txt 4.90521e-41
2293 | model_05.txt 4.76986e-38
2294 | model_01.txt 1.27033e-31
2295 | model_04.txt 7.61757e-39
2296 | model_04.txt 1.60291e-39
2297 | model_02.txt 3.12834e-39
2298 | model_04.txt 2.54836e-38
2299 | model_02.txt 1.48309e-38
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2501 |
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536 | 0.8248 536
537 | 0.8252 537
538 | 0.8268 538
539 | 0.8264 539
540 | 0.8264 540
541 | 0.8256 541
542 | 0.8248 542
543 | 0.8256 543
544 | 0.8248 544
545 | 0.8244 545
546 | 0.8244 546
547 | 0.8248 547
548 | 0.8248 548
549 | 0.8252 549
550 | 0.8244 550
551 | 0.8248 551
552 | 0.8256 552
553 | 0.8244 553
554 | 0.824 554
555 | 0.8248 555
556 | 0.8248 556
557 | 0.8252 557
558 | 0.8252 558
559 | 0.8248 559
560 | 0.8244 560
561 | 0.8252 561
562 | 0.826 562
563 | 0.8264 563
564 | 0.8252 564
565 | 0.8252 565
566 | 0.8248 566
567 | 0.8252 567
568 | 0.8248 568
569 | 0.826 569
570 | 0.8272 570
571 | 0.8272 571
572 | 0.8276 572
573 | 0.8276 573
574 | 0.8276 574
575 | 0.8268 575
576 | 0.8276 576
577 | 0.8272 577
578 | 0.826 578
579 | 0.8268 579
580 | 0.8276 580
581 | 0.8276 581
582 | 0.8264 582
583 | 0.8256 583
584 | 0.826 584
585 | 0.8272 585
586 | 0.8264 586
587 | 0.8252 587
588 | 0.826 588
589 | 0.8256 589
590 | 0.8272 590
591 | 0.8264 591
592 | 0.8268 592
593 | 0.8264 593
594 | 0.8264 594
595 | 0.826 595
596 | 0.8272 596
597 | 0.8272 597
598 | 0.8264 598
599 | 0.8268 599
600 | 0.8272 600
601 | 0.8276 601
602 | 0.8276 602
603 | 0.8284 603
604 | 0.8284 604
605 | 0.8288 605
606 | 0.8296 606
607 | 0.8296 607
608 | 0.8296 608
609 | 0.8296 609
610 | 0.8296 610
611 | 0.8296 611
612 | 0.83 612
613 | 0.8308 613
614 | 0.8308 614
615 | 0.8308 615
616 | 0.8312 616
617 | 0.83 617
618 | 0.83 618
619 | 0.83 619
620 | 0.8292 620
621 | 0.8292 621
622 | 0.8292 622
623 | 0.83 623
624 | 0.83 624
625 | 0.83 625
626 | 0.83 626
627 | 0.8296 627
628 | 0.8296 628
629 | 0.83 629
630 | 0.83 630
631 | 0.8292 631
632 | 0.828 632
633 | 0.828 633
634 | 0.8292 634
635 | 0.8296 635
636 | 0.83 636
637 | 0.8304 637
638 | 0.832 638
639 | 0.8328 639
640 | 0.8328 640
641 | 0.8336 641
642 | 0.8336 642
643 | 0.8352 643
644 | 0.834 644
645 | 0.8336 645
646 | 0.8352 646
647 | 0.8356 647
648 | 0.838 648
649 | 0.838 649
650 | 0.8396 650
651 | 0.84 651
652 | 0.84 652
653 | 0.8404 653
654 | 0.8404 654
655 | 0.8404 655
656 | 0.8424 656
657 | 0.8444 657
658 | 0.8456 658
659 | 0.848 659
660 | 0.8492 660
661 | 0.8496 661
662 | 0.8504 662
663 | 0.8504 663
664 | 0.8516 664
665 | 0.852 665
666 | 0.852 666
667 | 0.852 667
668 | 0.8532 668
669 | 0.8536 669
670 | 0.8528 670
671 | 0.8528 671
672 | 0.8532 672
673 | 0.8536 673
674 | 0.8544 674
675 | 0.8548 675
676 | 0.8548 676
677 | 0.8548 677
678 | 0.8544 678
679 | 0.8544 679
680 | 0.854 680
681 | 0.8536 681
682 | 0.854 682
683 | 0.8544 683
684 | 0.8544 684
685 | 0.854 685
686 | 0.8552 686
687 | 0.8552 687
688 | 0.8556 688
689 | 0.8564 689
690 | 0.856 690
691 | 0.856 691
692 | 0.8556 692
693 | 0.856 693
694 | 0.856 694
695 | 0.8556 695
696 | 0.856 696
697 | 0.8568 697
698 | 0.8568 698
699 | 0.8568 699
700 | 0.856 700
701 | 0.8564 701
702 | 0.8572 702
703 | 0.8572 703
704 | 0.8568 704
705 | 0.8564 705
706 | 0.8576 706
707 | 0.8568 707
708 | 0.8572 708
709 | 0.8568 709
710 | 0.8576 710
711 | 0.8576 711
712 | 0.8568 712
713 | 0.856 713
714 | 0.856 714
715 | 0.856 715
716 | 0.856 716
717 | 0.856 717
718 | 0.856 718
719 | 0.8556 719
720 | 0.8556 720
721 | 0.8556 721
722 | 0.8556 722
723 | 0.856 723
724 | 0.856 724
725 | 0.8564 725
726 | 0.8564 726
727 | 0.8564 727
728 | 0.8564 728
729 | 0.8568 729
730 | 0.8572 730
731 | 0.8572 731
732 | 0.858 732
733 | 0.8584 733
734 | 0.8584 734
735 | 0.8584 735
736 | 0.8592 736
737 | 0.8592 737
738 | 0.8588 738
739 | 0.8592 739
740 | 0.8592 740
741 | 0.8596 741
742 | 0.8596 742
743 | 0.8592 743
744 | 0.8592 744
745 | 0.8596 745
746 | 0.8596 746
747 | 0.8596 747
748 | 0.8592 748
749 | 0.8592 749
750 | 0.8596 750
751 | 0.86 751
752 | 0.86 752
753 | 0.86 753
754 | 0.86 754
755 | 0.8596 755
756 | 0.86 756
757 | 0.8604 757
758 | 0.8604 758
759 | 0.8604 759
760 | 0.8608 760
761 | 0.8608 761
762 | 0.8604 762
763 | 0.8604 763
764 | 0.8604 764
765 | 0.8604 765
766 | 0.8604 766
767 | 0.86 767
768 | 0.8604 768
769 | 0.8604 769
770 | 0.8604 770
771 | 0.86 771
772 | 0.8596 772
773 | 0.86 773
774 | 0.8596 774
775 | 0.8596 775
776 | 0.8596 776
777 | 0.8596 777
778 | 0.86 778
779 | 0.86 779
780 | 0.86 780
781 | 0.8604 781
782 | 0.8604 782
783 | 0.8608 783
784 | 0.8608 784
785 | 0.8608 785
786 | 0.8612 786
787 | 0.8616 787
788 | 0.8616 788
789 | 0.8616 789
790 | 0.8612 790
791 | 0.8612 791
792 | 0.8612 792
793 | 0.8612 793
794 | 0.8616 794
795 | 0.8616 795
796 | 0.8616 796
797 | 0.8616 797
798 | 0.8616 798
799 | 0.8616 799
800 | 0.8616 800
801 | 0.8616 801
802 | 0.8616 802
803 | 0.8616 803
804 | 0.8616 804
805 | 0.8616 805
806 | 0.8616 806
807 | 0.8616 807
808 | 0.8616 808
809 | 0.8616 809
810 | 0.8616 810
811 | 0.8616 811
812 | 0.8616 812
813 | 0.8616 813
814 | 0.8616 814
815 | 0.8616 815
816 | 0.8616 816
817 | 0.8616 817
818 | 0.8616 818
819 | 0.8616 819
820 | 0.8612 820
821 | 0.8612 821
822 | 0.8612 822
823 | 0.8616 823
824 | 0.8616 824
825 | 0.8616 825
826 | 0.8616 826
827 | 0.8616 827
828 | 0.8616 828
829 | 0.8616 829
830 | 0.8616 830
831 | 0.8616 831
832 | 0.8616 832
833 | 0.8616 833
834 | 0.8616 834
835 | 0.8616 835
836 | 0.8616 836
837 | 0.8616 837
838 | 0.8612 838
839 | 0.8612 839
840 | 0.8612 840
841 | 0.8612 841
842 | 0.8612 842
843 | 0.8612 843
844 | 0.8612 844
845 | 0.8612 845
846 | 0.8612 846
847 | 0.8612 847
848 | 0.8616 848
849 | 0.8616 849
850 | 0.8616 850
851 | 0.8616 851
852 | 0.862 852
853 | 0.862 853
854 | 0.8624 854
855 | 0.8624 855
856 | 0.8624 856
857 | 0.8628 857
858 | 0.8632 858
859 | 0.8632 859
860 | 0.8632 860
861 | 0.8632 861
862 | 0.8632 862
863 | 0.8636 863
864 | 0.8636 864
865 | 0.8636 865
866 | 0.8636 866
867 | 0.8636 867
868 | 0.8636 868
869 | 0.8636 869
870 | 0.8636 870
871 | 0.8636 871
872 | 0.8636 872
873 | 0.8636 873
874 | 0.8636 874
875 | 0.8636 875
876 | 0.8636 876
877 | 0.8636 877
878 | 0.8636 878
879 | 0.864 879
880 | 0.864 880
881 | 0.864 881
882 | 0.864 882
883 | 0.864 883
884 | 0.864 884
885 | 0.864 885
886 | 0.8636 886
887 | 0.8636 887
888 | 0.8636 888
889 | 0.8644 889
890 | 0.8644 890
891 | 0.8644 891
892 | 0.8644 892
893 | 0.8644 893
894 | 0.8644 894
895 | 0.8644 895
896 | 0.8648 896
897 | 0.8648 897
898 | 0.8648 898
899 | 0.8648 899
900 | 0.8648 900
901 | 0.8648 901
902 | 0.8648 902
903 | 0.8648 903
904 | 0.8644 904
905 | 0.8644 905
906 | 0.8644 906
907 | 0.8644 907
908 | 0.8644 908
909 | 0.864 909
910 | 0.864 910
911 | 0.864 911
912 | 0.864 912
913 | 0.8644 913
914 | 0.8644 914
915 | 0.8644 915
916 | 0.8644 916
917 | 0.8644 917
918 | 0.8644 918
919 | 0.8644 919
920 | 0.8644 920
921 | 0.8648 921
922 | 0.8644 922
923 | 0.8644 923
924 | 0.8644 924
925 | 0.8644 925
926 | 0.8648 926
927 | 0.8648 927
928 | 0.8652 928
929 | 0.8652 929
930 | 0.8652 930
931 | 0.8652 931
932 | 0.8652 932
933 | 0.8652 933
934 | 0.8652 934
935 | 0.8656 935
936 | 0.8656 936
937 | 0.8652 937
938 | 0.8652 938
939 | 0.8652 939
940 | 0.8656 940
941 | 0.866 941
942 | 0.866 942
943 | 0.866 943
944 | 0.8656 944
945 | 0.8656 945
946 | 0.8656 946
947 | 0.8656 947
948 | 0.8656 948
949 | 0.8656 949
950 | 0.8656 950
951 | 0.8656 951
952 | 0.8656 952
953 | 0.8652 953
954 | 0.8652 954
955 | 0.8652 955
956 | 0.8652 956
957 | 0.8652 957
958 | 0.8652 958
959 | 0.8648 959
960 | 0.8648 960
961 | 0.8652 961
962 | 0.8652 962
963 | 0.8652 963
964 | 0.8652 964
965 | 0.8656 965
966 | 0.8656 966
967 | 0.8656 967
968 | 0.8656 968
969 | 0.8652 969
970 | 0.8652 970
971 | 0.8652 971
972 | 0.8652 972
973 | 0.8652 973
974 | 0.8652 974
975 | 0.8652 975
976 | 0.8652 976
977 | 0.8656 977
978 | 0.8656 978
979 | 0.8656 979
980 | 0.8656 980
981 | 0.8652 981
982 | 0.8652 982
983 | 0.8652 983
984 | 0.8652 984
985 | 0.8652 985
986 | 0.8652 986
987 | 0.8652 987
988 | 0.8652 988
989 | 0.8652 989
990 | 0.8652 990
991 | 0.8652 991
992 | 0.8652 992
993 | 0.8652 993
994 | 0.8652 994
995 | 0.8652 995
996 | 0.8652 996
997 | 0.8652 997
998 | 0.8652 998
999 | 0.8652 999
1000 | 0.8652 1000
1001 | 0.8652 1001
1002 | 0.8656 1002
1003 | 0.8656 1003
1004 | 0.8656 1004
1005 | 0.8656 1005
1006 | 0.8656 1006
1007 | 0.8656 1007
1008 | 0.866 1008
1009 | 0.866 1009
1010 | 0.8656 1010
1011 | 0.8656 1011
1012 | 0.8652 1012
1013 | 0.8652 1013
1014 | 0.8656 1014
1015 | 0.8656 1015
1016 | 0.8656 1016
1017 | 0.8656 1017
1018 | 0.8656 1018
1019 | 0.8656 1019
1020 | 0.8656 1020
1021 | 0.8656 1021
1022 | 0.866 1022
1023 | 0.866 1023
1024 | 0.8664 1024
1025 | 0.8664 1025
1026 | 0.8664 1026
1027 | 0.8664 1027
1028 | 0.8664 1028
1029 | 0.8664 1029
1030 | 0.8668 1030
1031 | 0.8668 1031
1032 | 0.8668 1032
1033 | 0.8668 1033
1034 | 0.8668 1034
1035 | 0.8668 1035
1036 | 0.8668 1036
1037 | 0.8668 1037
1038 | 0.8668 1038
1039 | 0.8668 1039
1040 | 0.8668 1040
1041 | 0.8668 1041
1042 | 0.8668 1042
1043 | 0.8668 1043
1044 | 0.8668 1044
1045 | 0.8668 1045
1046 | 0.8668 1046
1047 | 0.8668 1047
1048 | 0.8668 1048
1049 | 0.8668 1049
1050 | 0.8668 1050
1051 | 0.8672 1051
1052 | 0.8672 1052
1053 | 0.8672 1053
1054 | 0.8672 1054
1055 | 0.8672 1055
1056 | 0.8672 1056
1057 | 0.8672 1057
1058 | 0.8672 1058
1059 | 0.8672 1059
1060 | 0.8672 1060
1061 | 0.8672 1061
1062 | 0.8676 1062
1063 | 0.8676 1063
1064 | 0.8676 1064
1065 | 0.8676 1065
1066 | 0.8676 1066
1067 | 0.8676 1067
1068 | 0.8676 1068
1069 | 0.8676 1069
1070 | 0.8676 1070
1071 | 0.8676 1071
1072 | 0.8676 1072
1073 | 0.8676 1073
1074 | 0.8676 1074
1075 | 0.8676 1075
1076 | 0.8676 1076
1077 | 0.868 1077
1078 | 0.868 1078
1079 | 0.868 1079
1080 | 0.868 1080
1081 | 0.868 1081
1082 | 0.868 1082
1083 | 0.8684 1083
1084 | 0.8684 1084
1085 | 0.8684 1085
1086 | 0.868 1086
1087 | 0.868 1087
1088 | 0.868 1088
1089 | 0.868 1089
1090 | 0.868 1090
1091 | 0.868 1091
1092 | 0.868 1092
1093 | 0.868 1093
1094 | 0.868 1094
1095 | 0.868 1095
1096 | 0.868 1096
1097 | 0.868 1097
1098 | 0.868 1098
1099 | 0.868 1099
1100 | 0.868 1100
1101 | 0.8684 1101
1102 | 0.8684 1102
1103 | 0.8684 1103
1104 | 0.8684 1104
1105 | 0.8684 1105
1106 | 0.8684 1106
1107 | 0.8684 1107
1108 | 0.8684 1108
1109 | 0.8684 1109
1110 | 0.8684 1110
1111 | 0.8684 1111
1112 | 0.8684 1112
1113 | 0.8684 1113
1114 | 0.8684 1114
1115 | 0.8688 1115
1116 | 0.8688 1116
1117 | 0.8688 1117
1118 | 0.8688 1118
1119 | 0.8688 1119
1120 | 0.8688 1120
1121 | 0.8688 1121
1122 | 0.8688 1122
1123 | 0.8692 1123
1124 | 0.8692 1124
1125 | 0.8692 1125
1126 | 0.8692 1126
1127 | 0.8692 1127
1128 | 0.8692 1128
1129 | 0.8692 1129
1130 | 0.8692 1130
1131 | 0.8692 1131
1132 | 0.8692 1132
1133 | 0.8692 1133
1134 | 0.8692 1134
1135 | 0.8692 1135
1136 | 0.8692 1136
1137 | 0.8692 1137
1138 | 0.8692 1138
1139 | 0.8696 1139
1140 | 0.8696 1140
1141 | 0.8696 1141
1142 | 0.8696 1142
1143 | 0.8696 1143
1144 | 0.8696 1144
1145 | 0.8696 1145
1146 | 0.8696 1146
1147 | 0.8696 1147
1148 | 0.8696 1148
1149 | 0.8696 1149
1150 | 0.8696 1150
1151 | 0.8696 1151
1152 | 0.8696 1152
1153 | 0.8696 1153
1154 | 0.8696 1154
1155 | 0.8696 1155
1156 | 0.8696 1156
1157 | 0.8696 1157
1158 | 0.8696 1158
1159 | 0.87 1159
1160 | 0.87 1160
1161 | 0.87 1161
1162 | 0.87 1162
1163 | 0.87 1163
1164 | 0.87 1164
1165 | 0.87 1165
1166 | 0.8696 1166
1167 | 0.8696 1167
1168 | 0.8696 1168
1169 | 0.8696 1169
1170 | 0.8696 1170
1171 | 0.8696 1171
1172 | 0.8696 1172
1173 | 0.8692 1173
1174 | 0.8692 1174
1175 | 0.8692 1175
1176 | 0.8692 1176
1177 | 0.8692 1177
1178 | 0.8692 1178
1179 | 0.8692 1179
1180 | 0.8692 1180
1181 | 0.8692 1181
1182 | 0.8692 1182
1183 | 0.8692 1183
1184 | 0.8692 1184
1185 | 0.8692 1185
1186 | 0.8692 1186
1187 | 0.8692 1187
1188 | 0.8692 1188
1189 | 0.8692 1189
1190 | 0.8692 1190
1191 | 0.8692 1191
1192 | 0.8692 1192
1193 | 0.8692 1193
1194 | 0.8692 1194
1195 | 0.8692 1195
1196 | 0.8692 1196
1197 | 0.8692 1197
1198 | 0.8692 1198
1199 | 0.8692 1199
1200 | 0.8692 1200
1201 | 0.8692 1201
1202 | 0.8692 1202
1203 | 0.8692 1203
1204 | 0.8692 1204
1205 | 0.8692 1205
1206 | 0.8692 1206
1207 | 0.8692 1207
1208 | 0.8692 1208
1209 | 0.8692 1209
1210 | 0.8692 1210
1211 | 0.8692 1211
1212 | 0.8692 1212
1213 | 0.8692 1213
1214 | 0.8692 1214
1215 | 0.8692 1215
1216 | 0.8696 1216
1217 | 0.8696 1217
1218 | 0.8696 1218
1219 | 0.8696 1219
1220 | 0.8696 1220
1221 | 0.8696 1221
1222 | 0.8696 1222
1223 | 0.8696 1223
1224 | 0.8696 1224
1225 | 0.8696 1225
1226 | 0.8696 1226
1227 | 0.8696 1227
1228 | 0.8696 1228
1229 | 0.8696 1229
1230 | 0.8696 1230
1231 | 0.8696 1231
1232 | 0.8696 1232
1233 | 0.8696 1233
1234 | 0.8696 1234
1235 | 0.8696 1235
1236 | 0.8696 1236
1237 | 0.8696 1237
1238 | 0.8692 1238
1239 | 0.8692 1239
1240 | 0.8692 1240
1241 | 0.8688 1241
1242 | 0.8688 1242
1243 | 0.8688 1243
1244 | 0.8688 1244
1245 | 0.8688 1245
1246 | 0.8688 1246
1247 | 0.8688 1247
1248 | 0.8688 1248
1249 | 0.8688 1249
1250 | 0.8688 1250
1251 | 0.8688 1251
1252 | 0.8688 1252
1253 | 0.8688 1253
1254 | 0.8688 1254
1255 | 0.8688 1255
1256 | 0.8684 1256
1257 | 0.8684 1257
1258 | 0.8684 1258
1259 | 0.8684 1259
1260 | 0.8684 1260
1261 | 0.8684 1261
1262 | 0.8684 1262
1263 | 0.8684 1263
1264 | 0.8684 1264
1265 | 0.8684 1265
1266 | 0.8684 1266
1267 | 0.8684 1267
1268 | 0.8684 1268
1269 | 0.8684 1269
1270 | 0.8684 1270
1271 | 0.8684 1271
1272 | 0.8684 1272
1273 | 0.8684 1273
1274 | 0.8684 1274
1275 | 0.8684 1275
1276 | 0.8684 1276
1277 | 0.8684 1277
1278 | 0.8684 1278
1279 | 0.8684 1279
1280 | 0.8684 1280
1281 | 0.8684 1281
1282 | 0.8684 1282
1283 | 0.8684 1283
1284 | 0.8684 1284
1285 | 0.8684 1285
1286 | 0.8688 1286
1287 | 0.8688 1287
1288 | 0.8688 1288
1289 | 0.8688 1289
1290 | 0.8688 1290
1291 | 0.8688 1291
1292 | 0.8688 1292
1293 | 0.8688 1293
1294 | 0.8688 1294
1295 | 0.8688 1295
1296 | 0.8688 1296
1297 | 0.8688 1297
1298 | 0.8688 1298
1299 | 0.8684 1299
1300 | 0.8684 1300
1301 | 0.8684 1301
1302 | 0.8684 1302
1303 | 0.8684 1303
1304 | 0.8684 1304
1305 | 0.8684 1305
1306 | 0.8684 1306
1307 | 0.8684 1307
1308 | 0.8684 1308
1309 | 0.8684 1309
1310 | 0.8684 1310
1311 | 0.8684 1311
1312 | 0.8684 1312
1313 | 0.8684 1313
1314 | 0.8684 1314
1315 | 0.8684 1315
1316 | 0.8684 1316
1317 | 0.8684 1317
1318 | 0.8684 1318
1319 | 0.8684 1319
1320 | 0.8684 1320
1321 | 0.8684 1321
1322 | 0.8684 1322
1323 | 0.8684 1323
1324 | 0.8684 1324
1325 | 0.8684 1325
1326 | 0.8684 1326
1327 | 0.8684 1327
1328 | 0.8684 1328
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1600 | 0.8688 1600
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2018 | 0.8688 2018
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2302 | 0.8692 2302
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2321 | 0.8692 2321
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2641 | 0.8708 2641
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2800 | 0.87 2800
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2802 | 0.87 2802
2803 | 0.87 2803
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2806 | 0.87 2806
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/problem_description.pdf:
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https://raw.githubusercontent.com/andi611/Hidden-Markov-Model-Digital-Signal-Processing/a67c0c3b913b39c1b1857edbd6c54729c1142256/problem_description.pdf
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/src/Makefile:
--------------------------------------------------------------------------------
1 | .PHONY: clean all
2 |
3 | TARGET1 = test
4 | TARGET2 = train
5 |
6 | # type make/make all to compile test_hmm
7 | all: $(TARGET1) $(TARGET2)
8 |
9 | # CC = g++-8
10 | CC = g++
11 | CFLAGS = -ansi -std=c++11 -O3
12 | LDFLAGS = -lm # link to math library
13 |
14 | $(TARGET1): test_hmm.cpp
15 | $(CC) hmm.cpp test_hmm.cpp $(CFLAGS) $(LDFLAGS) -o $(TARGET1)
16 |
17 | $(TARGET2): train_hmm.cpp
18 | $(CC) hmm.cpp train_hmm.cpp $(CFLAGS) $(LDFLAGS) -o $(TARGET2)
19 |
20 | # type make clean to remove the compiled file
21 | clean:
22 | $(RM) $(TARGET1) $(TARGET2)
23 |
--------------------------------------------------------------------------------
/src/hmm.cpp:
--------------------------------------------------------------------------------
1 | /****************************************************************************
2 | FileName [ hmm.cpp ]
3 | Synopsis [ .cpp file for hmm.h ]
4 | Author [ Ting-Wei Liu (Andi611) ]
5 | Copyright [ Copyleft(c), NTUEE, NTU, Taiwan ]
6 | ****************************************************************************/
7 | #include "hmm.h"
8 | #include
9 | using namespace std;
10 |
11 |
12 | /************************************/
13 | /* class HMM Functions */
14 | /************************************/
15 | void HMM::initialize_HMM()
16 | {
17 | _initial = vector (MAX_STATE, FLT_MAX);
18 | _transition = vector>(MAX_STATE, vector(MAX_STATE, FLT_MAX));
19 | _observation = vector>(MAX_STATE, vector(MAX_OBSERV, FLT_MAX));
20 | }
21 |
22 |
23 | void HMM::load_HMM(const char* filename)
24 | {
25 | int i, j;
26 | int f;
27 | FILE* fp = open_file(filename, "r");
28 |
29 | string str(filename);
30 | _model_name = str;
31 |
32 | char token[MAX_LINE] = "";
33 | while (fscanf( fp, "%s", token ) > 0 )
34 | {
35 | if (token[0] == '\0' || token[0] == '\n' ) continue;
36 |
37 | if (strcmp( token, "initial:" ) == 0 ) {
38 | f = fscanf(fp, "%d", &_state_num );
39 | if (!_max_allocate) _initial = vector (_state_num, FLT_MAX);
40 | for (i = 0 ; i < _state_num ; i++ )
41 | f = fscanf(fp, "%lf", &( _initial[i] ) );
42 | }
43 | else if (strcmp( token, "transition:" ) == 0 ) {
44 | f = fscanf(fp, "%d", &_state_num );
45 | if (!_max_allocate) _transition = vector>(_state_num, vector(_state_num, FLT_MAX));
46 | for (i = 0 ; i < _state_num ; i++ )
47 | for (j = 0 ; j < _state_num ; j++ )
48 | f = fscanf(fp, "%lf", &(_transition[i][j]));
49 | }
50 | else if (strcmp( token, "observation:" ) == 0 ) {
51 | f = fscanf(fp, "%d", &_observ_num );
52 | if (!_max_allocate) _observation = vector>(_state_num, vector(_observ_num, FLT_MAX));
53 | for (i = 0 ; i < _observ_num ; i++ )
54 | for (j = 0 ; j < _state_num ; j++ )
55 | f = fscanf(fp, "%lf", &( _observation[i][j]) );
56 | }
57 | }
58 | }
59 |
60 |
61 | void HMM::dump_HMM(FILE *fp, bool display) const
62 | {
63 | int i, j;
64 |
65 | if (display) {
66 | fprintf(fp, "===============================================\n");
67 | fprintf(fp, "model name: %s\n", _model_name.c_str() );
68 | }
69 | fprintf(fp, "initial: %d\n", _state_num );
70 | for (i = 0 ; i < _state_num - 1; i++ )
71 | fprintf(fp, "%.5lf ", _initial[i]);
72 | fprintf(fp, "%.5lf\n", _initial[ _state_num - 1 ] );
73 |
74 | fprintf(fp, "\ntransition: %d\n", _state_num );
75 | for (i = 0 ; i < _state_num ; i++ ) {
76 | for (j = 0 ; j < _state_num - 1 ; j++ )
77 | fprintf( fp, "%.5lf ", _transition[i][j] );
78 | fprintf(fp,"%.5lf\n", _transition[i][_state_num - 1]);
79 | }
80 | fprintf(fp, "\nobservation: %d\n", _observ_num );
81 | for (i = 0 ; i < _observ_num ; i++ ) {
82 | for (j = 0 ; j < _state_num - 1 ; j++ )
83 | fprintf( fp, "%.5lf ", _observation[i][j] );
84 | fprintf(fp,"%.5lf\n", _observation[i][_state_num - 1]);
85 | }
86 | }
87 |
88 |
89 | double HMM::test_HMM(vector* obs) const
90 | {
91 | // viterbi algorithm
92 | vector>* delta = new vector>(T, vector(N_S, 0));
93 | for (int i = 0; i < N_S; ++i)
94 | delta(0, i) = PI(i) * B(i, o(0));
95 | for (int t = 0; t < T-1; ++t)
96 | for (int j = 0; j < N_S; ++j) {
97 | for (int i = 0; i < N_S; ++i)
98 | if (delta(t+1, j) < (delta(t, i) * A(i, j)))
99 | delta(t+1, j) = delta(t, i) * A(i, j);
100 | delta(t+1, j) *= B(j, o(t+1));
101 | }
102 | double viterbi_prob = 0;
103 | for (int i = 0; i < N_S; ++i)
104 | if (viterbi_prob < delta(T-1, i))
105 | viterbi_prob = delta(T-1, i);
106 | delete delta;
107 | return viterbi_prob;
108 | }
109 |
110 |
111 | /***************************************/
112 | /* Testing Functions */
113 | /***************************************/
114 | double test(vector* HMM_HEAD, vector>* data, const string& output_path, bool print_log){
115 |
116 | vector* max_prob = new vector(data->size(), 0);
117 | vector* model = new vector(data->size(), 0);
118 | vector* obs;
119 |
120 | // run test
121 | for (int i = 0; i < data->size(); ++i) {
122 | if (print_log) cout << "\r" << "HMM testing: " << i << '/' << data->size() << "... " << flush;
123 | obs = &data->at(i);
124 |
125 | double prob = 0;
126 | for (int m = 0; m < HMM_HEAD->size(); ++m) {
127 | prob = HMM_HEAD->at(m)->test_HMM(obs);
128 | if (max_prob->at(i) < prob){
129 | max_prob->at(i) = prob;
130 | model->at(i) = m;
131 | }
132 | }
133 | }
134 | if (print_log) cout << "\r" << "HMM testing: " << data->size() << '/' << data->size() << "... " << " Complete." << endl;
135 |
136 | // output results
137 | ofstream file;
138 | file.open(output_path.c_str());
139 | for (int i = 0; i < data->size(); ++i)
140 | file << HMM_HEAD->at(model->at(i))->get_name() << ' ' << max_prob->at(i) << '\n';
141 | file.close();
142 |
143 | double acc = compute_acc("../data/testing_answer.txt", output_path);
144 | if (print_log) cout << "Testing accuracy: " << acc << endl;
145 | delete max_prob;
146 | delete model;
147 | return acc;
148 | }
149 |
150 |
151 | double compute_acc(const string& answer_path, const string& result_path)
152 | {
153 | // opening file
154 | ifstream ifs_ans(answer_path.c_str());
155 | ifstream ifs_res(result_path.c_str());
156 | assert(ifs_ans);
157 | assert(ifs_res);
158 |
159 | // read file
160 | string str_buf;
161 | vector answer;
162 | vector result;
163 |
164 | while (getline(ifs_ans, str_buf)) {
165 | string ans = str_buf.substr(0, 12);
166 | answer.push_back(ans);
167 | }
168 | while (getline(ifs_res, str_buf)) {
169 | string res = str_buf.substr(0, 12);
170 | result.push_back(res);
171 | }
172 |
173 | // compute score
174 | assert(answer.size() == result.size());
175 | double acc = 0;
176 | for (int i = 0; i < answer.size(); ++i)
177 | if (answer.at(i) == result.at(i))
178 | acc += 1;
179 | return (acc / (double)answer.size());
180 | }
181 |
182 |
183 | /*************************************/
184 | /* I/O Functions */
185 | /*************************************/
186 | FILE* open_file(const char* filename, const char* ht)
187 | {
188 | FILE* fp = fopen(filename, ht);
189 | if ( fp == NULL ){
190 | perror(filename);
191 | exit(1);
192 | }
193 | return fp;
194 | }
195 |
196 |
197 | vector> read_data(const string& data_path)
198 | {
199 | // opening file
200 | ifstream ifs(data_path.c_str());
201 | assert(ifs);
202 |
203 | // read file
204 | string str_buf;
205 | vector> data;
206 |
207 | while (getline(ifs, str_buf)) {
208 | vector line;
209 | for (int i = 0; i < str_buf.size(); ++i)
210 | line.push_back(str_buf[i]);
211 | data.push_back(line);
212 | }
213 | ifs.close();
214 | return data;
215 | }
216 |
217 |
218 | vector* load_models(const char* model_list, const int max_num)
219 | {
220 | FILE *fp = open_file(model_list, "r");
221 |
222 | int count = 0;
223 | char model_name[MAX_LINE] = "";
224 | vector* HMM_HEAD = new vector();
225 | HMM* hmm;
226 |
227 | while (fscanf(fp, "%s", model_name) == 1) {
228 | hmm = new HMM();
229 | hmm->load_HMM(model_name);
230 | HMM_HEAD->push_back(hmm);
231 | ++count;
232 | if (count >= max_num)
233 | return HMM_HEAD;
234 | }
235 | fclose(fp);
236 | return HMM_HEAD;
237 | }
238 |
239 |
240 | vector* initialize_new_models(const char* model_init, const char* model_list, const int max_num)
241 | {
242 | FILE *fp = open_file(model_list, "r");
243 |
244 | int count = 0;
245 | char model_name[MAX_LINE] = "";
246 | vector* HMM_HEAD = new vector();
247 | HMM* hmm;
248 |
249 | while (fscanf(fp, "%s", model_name) == 1) {
250 | hmm = new HMM();
251 | hmm->load_HMM(model_init);
252 | hmm->set_name(model_name);
253 | HMM_HEAD->push_back(hmm);
254 | ++count;
255 | if (count >= max_num)
256 | return HMM_HEAD;
257 | }
258 | fclose(fp);
259 | return HMM_HEAD;
260 | }
261 |
262 |
263 | void dump_models(vector* HMM_HEAD, bool to_file)
264 | {
265 | for(int i = 0; i < HMM_HEAD->size(); ++i ) {
266 | if (to_file) {
267 | HMM_HEAD->at(i)->dump_HMM(open_file(HMM_HEAD->at(i)->get_name().c_str(), "w"), false);
268 | }
269 | else
270 | HMM_HEAD->at(i)->dump_HMM(stderr, true);
271 | }
272 | }
273 |
274 |
--------------------------------------------------------------------------------
/src/hmm.h:
--------------------------------------------------------------------------------
1 | /****************************************************************************
2 | FileName [ hmm.h ]
3 | Synopsis [ Implementation of discrete hidden markov model ]
4 | Author [ Ting-Wei Liu (Andi611) ]
5 | Copyright [ Copyleft(c), NTUEE, NTU, Taiwan ]
6 | ****************************************************************************/
7 | #ifndef HMM_HEADER_
8 | #define HMM_HEADER_
9 | #include
10 | #include
11 | #include
12 | #include
13 | #include
14 | #include
15 | #include
16 | #include
17 | #include
18 | #include
19 | #include
20 | using namespace std;
21 |
22 |
23 | /**************************************/
24 | /* Macro Definition */
25 | /**************************************/
26 | #ifndef MAX_STATE
27 | #define MAX_STATE 10
28 | #endif
29 | #ifndef MAX_OBSERV
30 | #define MAX_OBSERV 6
31 | #endif
32 | #ifndef MAX_SEQ
33 | #define MAX_SEQ 200
34 | #endif
35 | #ifndef MAX_LINE
36 | #define MAX_LINE 256
37 | #endif
38 | #ifndef NUM_MODEL
39 | #define NUM_MODEL 5
40 | #endif
41 | /**************************************/
42 | #ifndef N_S
43 | #define N_S _state_num
44 | #endif
45 | #ifndef N_O
46 | #define N_O _observ_num
47 | #endif
48 | #ifndef PI
49 | #define PI(i) _initial.at(i) // shape: (max state)
50 | #endif
51 | #ifndef A
52 | #define A(i, j) _transition.at(i).at(j) // shape: (max state, max state)
53 | #endif
54 | #ifndef B
55 | #define B(s, o) _observation.at(s).at(o) // shape: (max state, max observation)
56 | #endif
57 | #ifndef alpha
58 | #define alpha(t, s) alpha->at(t).at(s) // shape: (max sequence len T, num state)
59 | #endif
60 | #ifndef beta
61 | #define beta(t, s) beta->at(t).at(s) // shape: (max sequence len T, num state)
62 | #endif
63 | #ifndef gamma
64 | #define gamma(t, s) gamma->at(t).at(s) // shape: (max sequence len T, num state)
65 | #endif
66 | #ifndef epsilon
67 | #define epsilon(t, i, j) epsilon->at(t).at(i).at(j) // shape: (max sequence len T, num state)
68 | #endif
69 | #ifndef delta
70 | #define delta(t, s) delta->at(t).at(s) // shape: (max sequence len T, num state)
71 | #endif
72 | #ifndef o
73 | #define o(t) obs->at(t) - 'A' // char to index mapping: 'A' -> 0, 'B' -> 1, ... etc
74 | #endif
75 | #ifndef T
76 | #define T obs->size() // single observation sample length
77 | #endif
78 |
79 |
80 | /******************************************/
81 | /* class Hidden Markov Model */
82 | /******************************************/
83 | class HMM
84 | {
85 | public:
86 | // Constructor
87 | HMM(bool max_allocate = false){ if (max_allocate) initialize_HMM(); _max_allocate = max_allocate; };
88 |
89 | // model I/O
90 | void load_HMM(const char* filename);
91 | void dump_HMM(FILE *fp, bool display=false) const;
92 |
93 | // set attribute
94 | string get_name() const { return _model_name; }
95 | void set_name(const char* name) { string str(name); _model_name = str; }
96 |
97 | // training & testing
98 | void train_HMM(const int& iteration, vector>* data, bool print_log=true);
99 | double test_HMM(vector* obs) const;
100 |
101 | private:
102 | void initialize_HMM();
103 |
104 | // compute functions
105 | vector>* compute_alpha(vector* obs) const;
106 | vector>* compute_beta(vector* obs) const;
107 | vector>* compute_gamma(vector>* alpha, vector>* beta) const;
108 | vector>>* compute_epsilon(vector* obs, vector>* alpha, vector>* beta) const;
109 |
110 |
111 | // update functions
112 | void accumulate_update(vector* obs,
113 | vector>* gamma,
114 | vector>>* epsilon,
115 | vector* pi_accumulate,
116 | vector* gamma_accumulate,
117 | vector>* epsilon_accumulate,
118 | vector>* B_num_accumulate,
119 | vector* B_den_accumulate) const;
120 | void apply_update(vector* pi_accumulate,
121 | vector* gamma_accumulate,
122 | vector>* epsilon_accumulate,
123 | vector>* B_num_accumulate,
124 | vector* B_den_accumulate,
125 | double num_sample);
126 |
127 | // class members
128 | bool _max_allocate; // allocate maximum memory
129 | string _model_name; // model name
130 | int _state_num; // number of state
131 | int _observ_num; // number of observation
132 | vector _initial; // initial prob, shape: (max state)
133 | vector> _transition; // transition prob, shape: (max state, max state)
134 | vector> _observation; // observation prob, shape: (max state, max observation)
135 | };
136 |
137 | /***************************************/
138 | /* Testing Functions */
139 | /***************************************/
140 | double test(vector* HMM_HEAD, vector>* data, const string& output_path, bool print_log=true);
141 | double compute_acc(const string& answer_path, const string& result_path);
142 |
143 |
144 | /*************************************/
145 | /* I/O Functions */
146 | /*************************************/
147 | FILE* open_file(const char* filename, const char* ht);
148 | vector> read_data(const string& data_path);
149 | vector* load_models(const char* model_list, const int max_num);
150 | vector* initialize_new_models(const char* model_init, const char* model_list, const int max_num);
151 | void dump_models(vector* HMM_HEAD, bool to_file=true);
152 |
153 |
154 | #endif
--------------------------------------------------------------------------------
/src/model_01.txt:
--------------------------------------------------------------------------------
1 | initial: 6
2 | 1.00000 0.00000 0.00000 0.00000 0.00000 0.00000
3 |
4 | transition: 6
5 | 0.59854 0.15078 0.02212 0.00991 0.21866 0.00000
6 | 0.00000 0.60003 0.20521 0.15608 0.03868 0.00000
7 | 0.00000 0.00000 0.21987 0.66384 0.10833 0.00796
8 | 0.00000 0.00000 0.14906 0.29142 0.01176 0.54776
9 | 0.00000 0.05396 0.44721 0.00053 0.20968 0.28862
10 | 0.00000 0.49920 0.00000 0.00000 0.00000 0.50080
11 |
12 | observation: 6
13 | 0.43986 0.35294 0.18781 0.01939 0.00000 0.00000
14 | 0.09909 0.10073 0.80018 0.00000 0.00000 0.00000
15 | 0.00004 0.00000 0.48918 0.50668 0.00411 0.00000
16 | 0.09823 0.09396 0.30043 0.39900 0.10839 0.00000
17 | 0.12733 0.16451 0.26441 0.38570 0.05806 0.00000
18 | 0.00000 0.00000 0.00000 0.00000 0.00000 1.00000
19 |
--------------------------------------------------------------------------------
/src/model_02.txt:
--------------------------------------------------------------------------------
1 | initial: 6
2 | 0.50746 0.49254 0.00000 0.00000 0.00000 0.00000
3 |
4 | transition: 6
5 | 0.29185 0.50867 0.00603 0.19340 0.00000 0.00005
6 | 0.00001 0.50240 0.19903 0.00000 0.00000 0.29855
7 | 0.00423 0.00001 0.20061 0.78859 0.00000 0.00657
8 | 0.00007 0.00028 0.00459 0.28320 0.51205 0.19980
9 | 0.00000 0.00000 0.00000 0.00000 0.50078 0.49922
10 | 0.59826 0.00000 0.20640 0.19534 0.00000 0.00000
11 |
12 | observation: 6
13 | 0.00032 0.09990 0.40434 0.49543 0.00000 0.00000
14 | 0.29970 0.39651 0.20000 0.10379 0.00000 0.00000
15 | 0.00091 0.00000 0.49083 0.50702 0.00125 0.00000
16 | 0.10008 0.10139 0.29598 0.40259 0.09996 0.00000
17 | 0.29879 0.00000 0.30228 0.00000 0.00000 0.39893
18 | 0.09843 0.10060 0.00000 0.00000 0.80097 0.00000
19 |
--------------------------------------------------------------------------------
/src/model_03.txt:
--------------------------------------------------------------------------------
1 | initial: 6
2 | 0.71941 0.00045 0.09188 0.18826 0.00000 0.00000
3 |
4 | transition: 6
5 | 0.30901 0.00022 0.49428 0.00000 0.19649 0.00000
6 | 0.00110 0.19964 0.79922 0.00001 0.00000 0.00003
7 | 0.00001 0.49866 0.20227 0.29906 0.00000 0.00000
8 | 0.00000 0.20158 0.00034 0.59783 0.20025 0.00000
9 | 0.00000 0.39350 0.00000 0.00000 0.30633 0.30017
10 | 0.10497 0.00000 0.00000 0.00000 0.39884 0.49619
11 |
12 | observation: 6
13 | 0.99555 0.00247 0.00197 0.00000 0.00000 0.00000
14 | 0.49890 0.00000 0.00146 0.49955 0.00009 0.00000
15 | 0.29759 0.39938 0.20129 0.10171 0.00003 0.00000
16 | 0.09845 0.09968 0.80187 0.00000 0.00000 0.00000
17 | 0.09881 0.09745 0.30870 0.39608 0.09897 0.00000
18 | 0.00001 0.10425 0.09044 0.00252 0.00187 0.80091
19 |
--------------------------------------------------------------------------------
/src/model_04.txt:
--------------------------------------------------------------------------------
1 | initial: 6
2 | 0.71804 0.00000 0.00257 0.09175 0.18764 0.00000
3 |
4 | transition: 6
5 | 0.29721 0.19043 0.00640 0.50587 0.00008 0.00000
6 | 0.00000 0.30161 0.39429 0.00000 0.00000 0.30410
7 | 0.19904 0.00045 0.20071 0.59980 0.00000 0.00000
8 | 0.00010 0.00001 0.49742 0.20241 0.30007 0.00000
9 | 0.00000 0.20025 0.20144 0.00123 0.59708 0.00000
10 | 0.10721 0.39292 0.00000 0.00000 0.00000 0.49987
11 |
12 | observation: 6
13 | 0.69550 0.00156 0.30294 0.00000 0.00000 0.00000
14 | 0.09820 0.09721 0.30147 0.40420 0.09892 0.00000
15 | 0.49900 0.00021 0.00047 0.50032 0.00000 0.00000
16 | 0.30259 0.39823 0.20043 0.09874 0.00001 0.00000
17 | 0.10016 0.09919 0.19644 0.00000 0.60421 0.00000
18 | 0.00000 0.10301 0.09781 0.00027 0.00281 0.79611
19 |
--------------------------------------------------------------------------------
/src/model_05.txt:
--------------------------------------------------------------------------------
1 | initial: 6
2 | 0.00001 0.10229 0.09723 0.21039 0.59006 0.00000
3 |
4 | transition: 6
5 | 0.20247 0.20045 0.59677 0.00000 0.00000 0.00030
6 | 0.00356 0.28765 0.51844 0.00000 0.19035 0.00001
7 | 0.49601 0.00526 0.19787 0.30086 0.00000 0.00000
8 | 0.20082 0.00000 0.00039 0.59914 0.19965 0.00000
9 | 0.39815 0.00000 0.00000 0.00000 0.29953 0.30232
10 | 0.00000 0.10139 0.00000 0.00000 0.39650 0.50211
11 |
12 | observation: 6
13 | 0.49553 0.00175 0.00000 0.50272 0.00000 0.00000
14 | 0.70161 0.00007 0.29832 0.00000 0.00000 0.00000
15 | 0.30312 0.39808 0.20051 0.09825 0.00004 0.00000
16 | 0.10055 0.09970 0.19649 0.00000 0.60326 0.00000
17 | 0.09927 0.09596 0.30172 0.40211 0.10095 0.00000
18 | 0.00000 0.10325 0.09823 0.00261 0.00205 0.79386
19 |
--------------------------------------------------------------------------------
/src/modellist.txt:
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1 | model_01.txt
2 | model_02.txt
3 | model_03.txt
4 | model_04.txt
5 | model_05.txt
6 |
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/src/plot.py:
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1 | # -*- coding: utf-8 -*- #
2 | """*********************************************************************************************"""
3 | # FileName [ plot.py ]
4 | # Synopsis [ Implement of two basic algorithms to perform frequent pattern mining: 1. Apriori, 2. Eclat.
5 | # Find all itemsets with support > min_support. ]
6 | # Author [ Ting-Wei Liu (Andi611) ]
7 | # Copyright [ Copyleft(c), NTUEE, NTU, Taiwan ]
8 | """*********************************************************************************************"""
9 |
10 |
11 | ###############
12 | # IMPORTATION #
13 | ###############
14 | import os
15 | import csv
16 | import argparse
17 | import numpy as np
18 | import matplotlib.pyplot as plt
19 |
20 |
21 | ##################
22 | # CONFIGURATIONS #
23 | ##################
24 | def get_config():
25 | parser = argparse.ArgumentParser(description='plot argument parser')
26 | parser.add_argument('--input_path', type=str, default='../data/training_log.txt', help='input data path')
27 | parser.add_argument('--output_path', type=str, default='../data/acc.png', help='output data path')
28 | args = parser.parse_args()
29 | return args
30 |
31 |
32 | #############
33 | # READ DATA #
34 | #############
35 | def read_data(data_path, skip_header=False):
36 | x_data = []
37 | y_data = []
38 | if not os.path.isfile(data_path): raise ValueError('Invalid data path.')
39 | with open(data_path, 'r', encoding='utf-8') as f:
40 | file = csv.reader(f, delimiter=' ', quotechar='\r')
41 | if skip_header: next(file, None) # skip the headers
42 | for row in file:
43 | x_data.append(int(row[1]))
44 | y_data.append(float(row[0]))
45 | return x_data, y_data
46 |
47 |
48 | ########
49 | # MAIN #
50 | ########
51 | """
52 | main function that runs the two algorithms
53 | """
54 | def main():
55 | args = get_config()
56 | x_data, y_data = read_data(args.input_path)
57 |
58 | fig = plt.figure(figsize=(20,7))
59 | plt.plot(x_data, y_data, 'o')
60 | plt.ylabel('Accuracy')
61 | plt.xlabel('Iteration')
62 | plt.title('Accuracy vs. Iteration')
63 | plt.grid()
64 | plt.tight_layout()
65 | plt.savefig(args.output_path)
66 | plt.close(fig)
67 |
68 | if __name__ == '__main__':
69 | main()
70 |
71 |
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/src/test:
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https://raw.githubusercontent.com/andi611/Hidden-Markov-Model-Digital-Signal-Processing/a67c0c3b913b39c1b1857edbd6c54729c1142256/src/test
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/src/test_hmm.cpp:
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1 | /****************************************************************************
2 | FileName [ test_hmm.cpp ]
3 | Synopsis [ Implementation of the testing of a discrete hidden markov model ]
4 | Author [ Ting-Wei Liu (Andi611) ]
5 | Copyright [ Copyleft(c), NTUEE, NTU, Taiwan ]
6 | ****************************************************************************/
7 | #include "hmm.h"
8 |
9 |
10 | /***********************************/
11 | /* Main Function */
12 | /***********************************/
13 | int main(int argc, char** argv)
14 | {
15 | // Usage: ./test modellist.txt ../data/testing_data1.txt ../data/testing_result1.txt
16 | if (argc != 4) {
17 | cout << "[HMM Test Usage]:" << endl;
18 | cout << " - Test with all models: /train modellist.txt ../data/testing_data1.txt ../data/testing_result1.txt" << endl;
19 | exit(-1);
20 | }
21 |
22 | char* model_list = argv[1];
23 | string data_path = argv[2];
24 | string output_path = argv[3];
25 | cout << "Testing with all models in: " << model_list << endl;
26 |
27 | // read testing data
28 | vector> test_data = read_data(data_path);
29 |
30 | // load models
31 | vector* HMM_HEAD = load_models(model_list, NUM_MODEL);
32 | assert(HMM_HEAD->size() == NUM_MODEL);
33 |
34 | // test with models
35 | double acc = test(HMM_HEAD, &test_data, output_path);
36 |
37 | for (int i = 0; i < HMM_HEAD->size(); ++i)
38 | delete HMM_HEAD->at(i);
39 | return 0;
40 | }
41 |
42 |
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/src/train:
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https://raw.githubusercontent.com/andi611/Hidden-Markov-Model-Digital-Signal-Processing/a67c0c3b913b39c1b1857edbd6c54729c1142256/src/train
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/src/train_hmm.cpp:
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1 | /****************************************************************************
2 | FileName [ train_hmm.cpp ]
3 | Synopsis [ Implementation of the training of a discrete hidden markov model ]
4 | Author [ Ting-Wei Liu (Andi611) ]
5 | Copyright [ Copyleft(c), NTUEE, NTU, Taiwan ]
6 | ****************************************************************************/
7 | #include "hmm.h"
8 |
9 |
10 | /*****************************************/
11 | /* Forward Declaration */
12 | /*****************************************/
13 | void train(HMM* hmm, int iteration, string model_data_path);
14 | void train_with_iteration_test(vector* HMM_HEAD, int iteration, string data_path);
15 |
16 |
17 | /***********************************/
18 | /* Main Function */
19 | /***********************************/
20 | int main(int argc, char** argv)
21 | {
22 | int iteration = atoi(argv[1]);
23 |
24 | // Usage: ./train 100 ../data/model_init.txt ../data/seq_model_01.txt model_01.txt
25 | if (argc == 5) {
26 |
27 | char* model_init = argv[2];
28 | char* model_name = argv[4];
29 | string data_path = argv[3];
30 |
31 | HMM* hmm = new HMM();
32 | hmm->load_HMM(model_init);
33 | hmm->set_name(model_name);
34 | train(hmm, iteration, data_path);
35 | delete hmm;
36 | }
37 |
38 | // Usage: ./train 100 ../data/model_init.txt ../data/ modellist.txt all
39 | else if (argc == 6) {
40 |
41 | string all = argv[5];
42 | assert(all == "all");
43 | char* model_init = argv[2];
44 | char* model_list = argv[4];
45 | string data_path = argv[3];
46 | cout << "Training all models in: " << model_list << endl;
47 |
48 | vector* HMM_HEAD = initialize_new_models(model_init, model_list, NUM_MODEL);
49 | HMM* hmm;
50 |
51 | for (int m = 0; m < HMM_HEAD->size(); ++m) {
52 | hmm = HMM_HEAD->at(m);
53 | string model_data_path = data_path + "seq_" + hmm->get_name();
54 | train(hmm, iteration, model_data_path);
55 | }
56 |
57 | vector> test_data = read_data("../data/testing_data1.txt");
58 | double acc = test(HMM_HEAD, &test_data, "../data/testing_result1.txt");
59 |
60 | for (int i = 0; i < HMM_HEAD->size(); ++i)
61 | delete HMM_HEAD->at(i);
62 | }
63 |
64 | // Usage: ./train 3000 ../data/model_init.txt ../data/ modellist.txt all test
65 | else if (argc == 7) {
66 |
67 | string all = argv[5];
68 | string test = argv[6];
69 | assert(all == "all");
70 | assert(test == "test");
71 | char* model_init = argv[2];
72 | char* model_list = argv[4];
73 | string data_path = argv[3];
74 | cout << "Training all models with iteration-wise test in: " << model_list << endl;
75 |
76 | vector* HMM_HEAD = initialize_new_models(model_init, model_list, NUM_MODEL);
77 | train_with_iteration_test(HMM_HEAD, iteration, data_path);
78 |
79 | for (int i = 0; i < HMM_HEAD->size(); ++i)
80 | delete HMM_HEAD->at(i);
81 | }
82 |
83 | else {
84 | cout << "[HMM Train Usage]:" << endl;
85 | cout << " - Train single model: /train iteration ../data/model_init.txt ../data/seq_model_xx.txt model_xx.txt" << endl;
86 | cout << " - Train all models: /train iteration ../data/model_init.txt ../data/ modellist.txt all" << endl;
87 | cout << " - Train all models with test score: /train iteration ../data/model_init.txt ../data/ modellist.txt all test" << endl;
88 | cout << " - See Readme.md for more details." << endl;
89 | exit(-1);
90 | }
91 | return 0;
92 | }
93 |
94 |
95 | /****************************************/
96 | /* Training Functions */
97 | /****************************************/
98 | void train(HMM* hmm, int iteration, string model_data_path)
99 | {
100 | cout << endl << "===============================================" << endl;
101 | cout << "Training new model: " << hmm->get_name() << endl;
102 | vector> data = read_data(model_data_path);
103 | hmm->train_HMM(iteration, &data);
104 | hmm->dump_HMM(stderr, true);
105 | hmm->dump_HMM(open_file(hmm->get_name().c_str(), "w"), false);
106 | }
107 |
108 |
109 | void train_with_iteration_test(vector* HMM_HEAD, int iteration, string data_path)
110 | {
111 | cout << endl << "===============================================" << endl;
112 |
113 | // initialize variables
114 | HMM* hmm;
115 | double acc;
116 | double max_acc = 0;
117 | int max_iteration = 0;
118 |
119 | // initialize files
120 | ofstream acc_file;
121 | acc_file.open("../data/training_log.txt");
122 |
123 | // read all data
124 | vector>> datas;
125 | for (int m = 0; m < HMM_HEAD->size(); ++m) {
126 | hmm = HMM_HEAD->at(m);
127 | string model_data_path = data_path + "seq_" + hmm->get_name();
128 | datas.push_back(read_data(model_data_path));
129 | }
130 | vector> test_data = read_data("../data/testing_data1.txt");
131 |
132 | // train with iteration-wise test
133 | for (int iter = 0; iter < iteration; iter++) {
134 |
135 | // train all models 1 iteration
136 | for (int m = 0; m < HMM_HEAD->size(); ++m) {
137 | cout << "\r" << "Computing model: " << m << '/' << HMM_HEAD->size() << "..." << flush;
138 | hmm = HMM_HEAD->at(m);
139 | hmm->train_HMM(1, &datas.at(m), false);
140 | }
141 |
142 | // test with all models
143 | acc = test(HMM_HEAD, &test_data, "../data/testing_result1.txt", false);
144 | acc_file << acc << ' ' << iter+1 << '\n';
145 | cout << "\r" << "[HMM training] Iteration: " << iter + 1 << '/' << iteration << ", Accuracy: " << acc;
146 |
147 | // save best
148 | if (max_acc < acc) {
149 | max_acc = acc;
150 | max_iteration = iter + 1;
151 | dump_models(HMM_HEAD);
152 | cout << " - Saved." << endl;
153 | }
154 | else cout << endl;
155 | }
156 | acc_file.close();
157 | cout << "\r" << "[HMM training] Iteration: " << iteration << '/' << iteration << ", Accuracy: " << acc << "... Complete." << endl;
158 | cout << "[HMM training] Max Accuracy " << max_acc << " achieved at Iteration: " << max_iteration << endl;
159 | }
160 |
161 |
162 | void HMM::train_HMM(const int& iteration, vector>* data, bool print_log)
163 | {
164 | vector* obs;
165 |
166 | for (int iter = 0; iter < iteration; iter++) {
167 | if (print_log) cout << "\r" << "HMM training: " << iter+1 << '/' << iteration << "... " << flush;
168 |
169 | // accumulaters
170 | vector* pi_accumulate = new vector(N_S, 0.0);
171 | vector* gamma_accumulate = new vector(N_S, 0.0);
172 | vector>* epsilon_accumulate = new vector>(N_S, vector(N_S, 0.0));
173 | vector>* B_num_accumulate = new vector>(N_S, vector(N_O, 0.0));
174 | vector* B_den_accumulate = new vector(N_S, 0.0);
175 |
176 | // iterate through all observation sequence in training data
177 | for (int s = 0; s < data->size(); ++s) {
178 | obs = &data->at(s);
179 |
180 | // computations
181 | vector>* alpha = compute_alpha(obs);
182 | vector>* beta = compute_beta(obs);
183 | vector>* gamma = compute_gamma(alpha, beta);
184 | vector>>* epsilon = compute_epsilon(obs, alpha, beta);
185 |
186 | // update
187 | accumulate_update(obs, gamma, epsilon, pi_accumulate, gamma_accumulate, epsilon_accumulate, B_num_accumulate, B_den_accumulate);
188 | delete alpha; delete beta; delete gamma; delete epsilon;
189 | }
190 | apply_update(pi_accumulate, gamma_accumulate, epsilon_accumulate, B_num_accumulate, B_den_accumulate, (double)data->size());
191 | delete pi_accumulate; delete gamma_accumulate; delete epsilon_accumulate; delete B_num_accumulate; delete B_den_accumulate;
192 | }
193 | if (print_log) cout << "\r" << "HMM training: " << iteration << '/' << iteration << "... " << " Complete." << endl;
194 | }
195 |
196 |
197 | vector>* HMM::compute_alpha(vector* obs) const
198 | {
199 | vector>* alpha = new vector>(T, vector(N_S, 0.0));
200 | for (int i = 0; i < N_S; ++i)
201 | alpha(0, i) = PI(i) * B(i, o(0));
202 | for (int t = 0; t < T-1; ++t)
203 | for (int i = 0; i < N_S; ++i) {
204 | for (int j = 0; j < N_S; ++j)
205 | alpha(t+1, i) += alpha(t, j) * A(j, i);
206 | alpha(t+1, i) *= B(i, o(t+1));
207 | }
208 | return alpha;
209 | }
210 |
211 |
212 | vector>* HMM::compute_beta(vector* obs) const
213 | {
214 | vector>* beta = new vector>(T, vector(N_S, 0.0));
215 | for (int i = 0; i < N_S; ++i)
216 | beta(T-1, i) = 1.0;
217 | for (int t = T-2; t >= 0; --t)
218 | for (int i = 0; i < N_S; ++i)
219 | for (int j = 0; j < N_S; ++j)
220 | beta(t, i) += A(i, j) * B(j, o(t+1)) * beta(t+1, j);
221 | return beta;
222 | }
223 |
224 |
225 | vector>* HMM::compute_gamma(vector>* alpha, vector>* beta) const
226 | {
227 | vector>* gamma = new vector>(alpha->size(), vector(N_S, 0.0));
228 | for (int t = 0; t < alpha->size(); ++t) {
229 | double gamma_base = 0.0;
230 | for (int i = 0; i < N_S; ++i) {
231 | gamma(t, i) = (alpha(t, i) * beta(t, i));
232 | gamma_base += gamma(t, i);
233 | }
234 | for (int i = 0; i < N_S; ++i)
235 | gamma(t, i) /= gamma_base;
236 | }
237 | return gamma;
238 | }
239 |
240 |
241 | vector>>* HMM::compute_epsilon(vector* obs, vector>* alpha, vector>* beta) const
242 | {
243 | vector>>* epsilon = new vector>>(T-1, vector>(N_S, vector(N_S, 0.0)));
244 | for (int t = 0; t < T-1; ++t) {
245 | double epsilon_base = 0.0;
246 | for (int i = 0; i < N_S; ++i)
247 | for (int j = 0; j < N_S; ++j) {
248 | epsilon(t, i, j) = alpha(t, i) * A(i, j) * B(j, o(t+1)) * beta(t+1, j);
249 | epsilon_base += epsilon(t, i, j);
250 | }
251 | for (int i = 0; i < N_S; ++i)
252 | for (int j = 0; j < N_S; ++j)
253 | epsilon(t, i, j) /= epsilon_base;
254 | }
255 | return epsilon;
256 | }
257 |
258 |
259 | void HMM::accumulate_update(vector* obs,
260 | vector>* gamma,
261 | vector>>* epsilon,
262 | vector* pi_accumulate,
263 | vector* gamma_accumulate,
264 | vector>* epsilon_accumulate,
265 | vector>* B_num_accumulate,
266 | vector* B_den_accumulate) const
267 | {
268 | for (int i = 0; i < N_S; ++i) {
269 | pi_accumulate->at(i) += gamma(0, i);
270 | for (int t = 0; t < T-1; ++t) {
271 | gamma_accumulate->at(i) += gamma(t, i);
272 | for (int j = 0; j < N_S; ++j)
273 | epsilon_accumulate->at(i).at(j) += epsilon(t, i, j);
274 | }
275 | }
276 | for (int i = 0; i < N_S; ++i)
277 | for (int t = 0; t < T; ++t) {
278 | B_num_accumulate->at(i).at(o(t)) += gamma(t, i);
279 | B_den_accumulate->at(i) += gamma(t, i);
280 | }
281 | }
282 |
283 |
284 | void HMM::apply_update(vector* pi_accumulate,
285 | vector* gamma_accumulate,
286 | vector>* epsilon_accumulate,
287 | vector>* B_num_accumulate,
288 | vector* B_den_accumulate,
289 | double num_sample)
290 | {
291 | // update pi
292 | for (int i = 0; i < N_S; i++)
293 | PI(i) = pi_accumulate->at(i) / num_sample;
294 | // update _transition
295 | for (int i = 0; i < N_S; ++i)
296 | for (int j = 0; j < N_S; ++j)
297 | A(i, j) = epsilon_accumulate->at(i).at(j) / gamma_accumulate->at(i);
298 | // update _observation
299 | for (int i = 0; i < N_S; ++i)
300 | for (int t = 0; t < N_O; ++t)
301 | B(i, t) = B_num_accumulate->at(i).at(t) / B_den_accumulate->at(i);
302 | }
303 |
304 |
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