├── .nojekyll ├── README.md ├── _images ├── _sources ├── _static ├── content ├── genindex.html ├── index.html ├── objects.inv ├── search.html ├── searchindex.js └── textbook ├── _build ├── .doctrees │ ├── content │ │ ├── Appendices │ │ │ ├── Algorithmic_Efficiency.doctree │ │ │ ├── Chapter_Intro.doctree │ │ │ └── Floating_Point_Arithmetic.doctree │ │ ├── Arrays_and_Dictionaries │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Dictionaries.doctree │ │ │ ├── Introduction_To_Arrays.doctree │ │ │ └── Multi_Dimensional_Arrays.doctree │ │ ├── Computational_Geometry │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Convex_Hull.doctree │ │ │ ├── Line_Segment_Interactions.doctree │ │ │ └── Triangulations.doctree │ │ ├── Data_Types │ │ │ ├── Arbitrary_Precision_Floats.doctree │ │ │ ├── Arbitrary_Precision_Integers.doctree │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Complex_Numbers.doctree │ │ │ ├── Data_Types_of_Arrays.doctree │ │ │ └── Rational_Numbers.doctree │ │ ├── Debugging │ │ │ └── Debugging.doctree │ │ ├── Differential_Equations │ │ │ ├── Boundary_Value_Problems.doctree │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── DifferentialEquations_Package.doctree │ │ │ ├── Higher_Order_Derivatives_Systems_Of_ODEs.doctree │ │ │ └── Initial_Value_Problems.doctree │ │ ├── Graphs │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Graph_Algorithms.doctree │ │ │ ├── Graph_Basics.doctree │ │ │ └── Graph_Code.doctree │ │ ├── Image_Processing │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Filtering.doctree │ │ │ ├── Fourier_Transform.doctree │ │ │ ├── Image_Scaling.doctree │ │ │ └── Reading_And_Plotting_Images.doctree │ │ ├── Introduction │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Conditionals.doctree │ │ │ ├── For_Loops.doctree │ │ │ ├── Function_Arguments.doctree │ │ │ ├── Functions.doctree │ │ │ ├── Julia_As_A_Calculator.doctree │ │ │ ├── Variables_And_Assignments.doctree │ │ │ └── While_Loops.doctree │ │ ├── Linear_Algebra │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Linear_Systems_And_Regression.doctree │ │ │ ├── Matrix_Operations.doctree │ │ │ └── Special_Matrices.doctree │ │ ├── Mathematica │ │ │ └── Mathematica_1.doctree │ │ ├── Optimization │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Gradient_Based_Optimization.doctree │ │ │ └── Optim_Package.doctree │ │ ├── Plotting │ │ │ └── Plotting.doctree │ │ ├── Random_Numbers │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Distributions.doctree │ │ │ ├── Histograms.doctree │ │ │ └── Monte_Carlo.doctree │ │ ├── Recursion │ │ │ └── Recursion.doctree │ │ ├── Sparse_Matrices │ │ │ ├── Application_Google_Page_Rank.doctree │ │ │ ├── Application_Graphs.doctree │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Matrix_Designs.doctree │ │ │ └── Sparse_Matrices_In_Julia.doctree │ │ ├── Strings_and_File_Processing │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── File_Processing.doctree │ │ │ ├── String_Basics.doctree │ │ │ └── String_Functions.doctree │ │ ├── Structs_And_Objects │ │ │ └── Structs_And_Objects.doctree │ │ └── Vectorization │ │ │ ├── Array_Functions.doctree │ │ │ ├── Chapter_Intro.doctree │ │ │ ├── Constructing_Arrays.doctree │ │ │ └── Logical_Indexing.doctree │ ├── environment.pickle │ └── index.doctree ├── html │ ├── .buildinfo │ ├── _images │ │ ├── 039fc751f11246a4e6faacc3495da6f39f846ac818c836a3b43900401262e303.png │ │ ├── 05963576df0bfe5af2a4919da24c118f77f823e4a44bfa56db915fbfece25dbf.png │ │ ├── 0b24dc24fa10da7d9750038a9aa7a955ec3f2e828b693873cf43a026659f3ecf.png │ │ ├── 0e07d6ed71c8960b847a62884295e3c4bd189e3dc4703dfd84bb4445ecd28fdd.png │ │ ├── 103b4378b1e51fcae3303dd9aaab959f350606e0b4638d69cb6d21180c537a05.png │ │ ├── 10647fbc9ac31a0c7b843838b4458f7316810c83a5bfc2673f86b727304d1813.png │ │ ├── 114ee765de4058f4225180dbf1e407ae972aca5ee09151b63c1d6dccb2a3b191.png │ │ ├── 18c8350024ae873a5487893c17a601f23ba2ace4e7f872cede74cce723be4b36.png │ │ ├── 1b4248fa0b0c4b00cdc713faddc9c0e68efc1f3adac77ac8d7a419c4d4ef8bba.png │ │ ├── 1bd5d3d19fe539b53e962a55c5e94549ab48ffd56760ded2cb10f205bc672f5c.png │ │ ├── 1d9c5a542f483156825f44d35966ec543a8942c6303ad6b5cc8abad40ef95d55.png │ │ ├── 1eaa3158e25cb1a826982bc96fe5c9a20fb9c86aeaa231ae4ec7968a3b8d956f.png │ │ ├── 2378742c759d01157b973070d3bed83f45b4d7db072d3f628d7b949627688945.png │ │ ├── 2fbf0b1111c175be18519e624fd9597a068f621ca9417188a1abc8c6cb215432.png │ │ ├── 3277efb17b194c05ce5b7ff48884124036041ad8b05331ba097f3cf79e66ee86.png │ │ ├── 361d81d3c14453895c2d58f41b8fb69e85f92f618b1d8c2c9b9a0d59d950a645.png │ │ ├── 37706eab4c5c014be89c2c66f639f7264d4d7a32bcf5b09cc950016caf2b3dca.png │ │ ├── 4400fabfe79b7ce1a00f325c971c8478a1a1ad3483be2c2b94c6c82589eda2c2.png │ │ ├── 44309a6e5675d031b6e08eb06fffff9fb68ce156b565ba5fc0d218ae0d5334c0.png │ │ ├── 463694e0f0cc6a08420e286b03b65079566b9b8e0ba420cca4ee394548485e17.png │ │ ├── 487c73fbef9dd23f807073bbdc600704261818fa57fe63000d9abfb9497b537d.png │ │ ├── 4ca2bc9db6c13358ba6544c4090a428c1c545d02ec7461ba2b70365d0a41307b.png │ │ ├── 52a1f121d006a50da47b0263832d04212f1c083debe758ec3dd69fb7e39ae1f7.png │ │ ├── 53856944d0a0806afcd6f740e85c2e4003b81bcd5b22fad8daf9be09e33d67d9.png │ │ ├── 5f9a6a4a6ef99d80ba23334ac4a54f28eac06a80136b098660cad4227e5c151a.png │ │ ├── 6248980e135802fd398981bb6564b44783ab6623ddfb2ee4c7fbb6909304f798.png │ │ ├── 625acdf341b522dcb9016aacad32bcdad00b782c9c09ecbbd4b0acd1e6e64e8f.png │ │ ├── 66e898d611f4e9adbd0a3cb5b1e26505e5f29e561993e889bc815390a8b0ec4f.png │ │ ├── 67c422e4b71a956af7dc495a524af9ae8aca732cb13bd32fe352fb789237cc8f.png │ │ ├── 69e19d39f0eaeea1528c08e6fc68197cfc5d6f3d29f6ac912a72613e342bb072.png │ │ ├── 6b11804b8a7857603a505c5e9f00403b5c5212796e1ea38ccb22d5ec9317c745.png │ │ ├── 6e38a23a8ae3856be365dfc56c653367e2cb8d9690263df4aa0b4ce777d80df1.png │ │ ├── 6fc2cdb2ab0251fa9c0c0b3664dd6e6a35d25eda5e77b24b7d8439cf2e19491a.png │ │ ├── 70f2060ecf42573f239ff52277e9f760047f0ea4e488137b5422b4c073d42d06.png │ │ ├── 72d622bb0f5ca440befd6afdab7efcbbb8b0d87aeb89df5555252787309e5dfe.png │ │ ├── 7644f6ac1b7eb2715c09264038d70cf5b304f62a0fa8e1c9e0f2a7e419d0080a.png │ │ ├── 7c2da13ee20aad5da71ffad22903d3370b5a736afd672be159309d5cea9fafdc.png │ │ ├── 7e84d33040937bdcc3616a70734878dcf30d1095adc782027449cb3598cd3c99.png │ │ ├── 7eae83fd552e7b4b2dc607bcf56d99cc36b9b4b1978485cef2d8fc8dff23cf60.png │ │ ├── 8216a46ab28249b276a9294728ac9d30440bfa32dbb8a812ca1e94c0e011d154.png │ │ ├── 8298409dd84f4af3f28e0fa2078c366eef69eb80312a78f74de801c6aa3ddb87.png │ │ ├── 88980fe0f23b577d2b9e5c2d843dfa39833424c44a28a3be95819b94d6c033c5.png │ │ ├── 8e7259b39a25419a1fa4c8ea972aec717ba9fe05bbbe66ae10ba1216d2e62fab.png │ │ ├── 922a575556ca00a653a74a0edb10389becbfc38e558a274911506aa43d0bd33c.png │ │ ├── 943e74e1daf46c88efc609ad8577cc937d536a862f016a34966ea530c8877373.png │ │ ├── 96cf868ca00f5261fc88549c2515553c830c63b79a549f5ff9a1fd78a25f700c.png │ │ ├── a2f7275115ba9bda9317172278ad1cd9bcd1b23f0b61da7677c405eaa689749a.png │ │ ├── aeccf504daefceea58f8ecb6139c0568b881162ffe8029d7fd62969f0162cef3.png │ │ ├── b073c54859615ca620ac9eea56cf81d7799aae29ec004131ef0081c66b521af2.png │ │ ├── b1834f44536da6331604b4c7692023379b9b795faf3f395b9335a40c379a4cba.png │ │ ├── b39ef28f3631e2a43eea7bada28b8789055cf0b92b0703359c8f6b13e0102d18.png │ │ ├── c8fe2637631b3f0e2b8772f2965542b193e388fb7cbc7af52d1577a9c5bcfad3.png │ │ ├── cbfe8985529db3e2e7e01e0be04d4db344c97667b6d8d92a4037cd2c89ac1f16.png │ │ ├── cdd035311b9a4ccf7392fffbec3e09aa2b1ff003fc2977422009a38fae71e568.png │ │ ├── d3bc671a9e2e9238912771acf4d7a02b93012118d63d8761bdeeec4c64eb37e6.png │ │ ├── dafc1188e66c65874ff529266e0aa4bd23054403d47d89b0c968544cea6f306a.png │ │ ├── directed_acyclic_graph.png │ │ ├── e09fc415716a8edeb29fff2c02378d16a84fb03186b795e76dd450596cc6a6ac.png │ │ ├── e_to_the_pi_minus_pi.png │ │ ├── efb716dd15b3b67bb80234f8e2fe64533e786816e13fdeef6ef46809afe80fb7.png │ │ ├── euler_method.png │ │ ├── f5e5eb8f8952b7e524cdfbd2d0f96555bb61d4ec3e4000120edf0cf22a200314.png │ │ ├── f8a7b96d1bd0731baca3d2d228874dd26681f0f4b9dd4f40ad426d621bb97c66.png │ │ ├── fbb918e427c40f4a1cdcb03128e469f3a993c59be554cd7c15492e589ec22cc4.png │ │ ├── fd0006218f8474111b0984c358d37dd561f344d39fc750952cef90fca7035e46.png │ │ ├── floating_point_number_line.png │ │ ├── graph1.png │ │ ├── jarvis_march_convex_hull.png │ │ ├── merge_sort.png │ │ ├── pageranks-example.png │ │ └── sieve_of_eratosthenes.gif │ ├── _sources │ │ ├── content │ │ │ ├── Appendices │ │ │ │ ├── Algorithmic_Efficiency.ipynb │ │ │ │ ├── Chapter_Intro.md │ │ │ │ └── Floating_Point_Arithmetic.ipynb │ │ │ ├── Arrays_and_Dictionaries │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Dictionaries.ipynb │ │ │ │ ├── Introduction_To_Arrays.ipynb │ │ │ │ └── Multi_Dimensional_Arrays.ipynb │ │ │ ├── Computational_Geometry │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Convex_Hull.ipynb │ │ │ │ ├── Line_Segment_Interactions.ipynb │ │ │ │ └── Triangulations.ipynb │ │ │ ├── Data_Types │ │ │ │ ├── Arbitrary_Precision_Floats.ipynb │ │ │ │ ├── Arbitrary_Precision_Integers.ipynb │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Complex_Numbers.ipynb │ │ │ │ ├── Data_Types_of_Arrays.ipynb │ │ │ │ └── Rational_Numbers.ipynb │ │ │ ├── Debugging │ │ │ │ └── Debugging.ipynb │ │ │ ├── Differential_Equations │ │ │ │ ├── Boundary_Value_Problems.ipynb │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── DifferentialEquations_Package.ipynb │ │ │ │ ├── Higher_Order_Derivatives_Systems_Of_ODEs.ipynb │ │ │ │ └── Initial_Value_Problems.ipynb │ │ │ ├── Graphs │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Graph_Algorithms.ipynb │ │ │ │ ├── Graph_Basics.ipynb │ │ │ │ └── Graph_Code.ipynb │ │ │ ├── Image_Processing │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Filtering.ipynb │ │ │ │ ├── Fourier_Transform.ipynb │ │ │ │ ├── Image_Scaling.ipynb │ │ │ │ └── Reading_And_Plotting_Images.ipynb │ │ │ ├── Introduction │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Conditionals.ipynb │ │ │ │ ├── For_Loops.ipynb │ │ │ │ ├── Function_Arguments.ipynb │ │ │ │ ├── Functions.ipynb │ │ │ │ ├── Julia_As_A_Calculator.ipynb │ │ │ │ ├── Variables_And_Assignments.ipynb │ │ │ │ └── While_Loops.ipynb │ │ │ ├── Linear_Algebra │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Linear_Systems_And_Regression.ipynb │ │ │ │ ├── Matrix_Operations.ipynb │ │ │ │ └── Special_Matrices.ipynb │ │ │ ├── Mathematica │ │ │ │ └── Mathematica_1.md │ │ │ ├── Optimization │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Gradient_Based_Optimization.ipynb │ │ │ │ └── Optim_Package.ipynb │ │ │ ├── Plotting │ │ │ │ └── Plotting.ipynb │ │ │ ├── Random_Numbers │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Distributions.ipynb │ │ │ │ ├── Histograms.ipynb │ │ │ │ └── Monte_Carlo.ipynb │ │ │ ├── Recursion │ │ │ │ └── Recursion.ipynb │ │ │ ├── Sparse_Matrices │ │ │ │ ├── Application_Google_Page_Rank.ipynb │ │ │ │ ├── Application_Graphs.ipynb │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Matrix_Designs.ipynb │ │ │ │ └── Sparse_Matrices_In_Julia.ipynb │ │ │ ├── Strings_and_File_Processing │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── File_Processing.ipynb │ │ │ │ ├── String_Basics.ipynb │ │ │ │ └── String_Functions.ipynb │ │ │ ├── Structs_And_Objects │ │ │ │ └── Structs_And_Objects.ipynb │ │ │ └── Vectorization │ │ │ │ ├── Array_Functions.ipynb │ │ │ │ ├── Chapter_Intro.md │ │ │ │ ├── Constructing_Arrays.ipynb │ │ │ │ └── Logical_Indexing.ipynb │ │ └── index.md │ ├── _sphinx_design_static │ │ ├── design-style.4045f2051d55cab465a707391d5b2007.min.css │ │ └── design-tabs.js │ ├── _static │ │ ├── _sphinx_javascript_frameworks_compat.js │ │ ├── basic.css │ │ ├── check-solid.svg │ │ ├── clipboard.min.js │ │ ├── copy-button.svg │ │ ├── copybutton.css │ │ ├── copybutton.js │ │ ├── copybutton_funcs.js │ │ ├── design-style.4045f2051d55cab465a707391d5b2007.min.css │ │ ├── design-tabs.js │ │ ├── doctools.js │ │ ├── documentation_options.js │ │ ├── file.png │ │ ├── images │ │ │ ├── logo_binder.svg │ │ │ ├── logo_colab.png │ │ │ ├── logo_deepnote.svg │ │ │ └── logo_jupyterhub.svg │ │ ├── jquery-3.6.0.js │ │ ├── jquery.js │ │ ├── language_data.js │ │ ├── locales │ │ │ ├── ar │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── bg │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── bn │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ca │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── cs │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── da │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── de │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── el │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── eo │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── es │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── et │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── fi │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── fr │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── hr │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── id │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── it │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── iw │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ja │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ko │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── lt │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── lv │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ml │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── mr │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ms │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── nl │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── no │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── pl │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── pt │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ro │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ru │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── sk │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── sl │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── sr │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── sv │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ta │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── te │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── tg │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── th │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── tl │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── tr │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── uk │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── ur │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── vi │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ ├── zh_CN │ │ │ │ └── LC_MESSAGES │ │ │ │ │ ├── booktheme.mo │ │ │ │ │ └── booktheme.po │ │ │ └── zh_TW │ │ │ │ └── LC_MESSAGES │ │ │ │ ├── booktheme.mo │ │ │ │ └── booktheme.po │ │ ├── logo.png │ │ ├── minus.png │ │ ├── mystnb.4510f1fc1dee50b3e5859aac5469c37c29e427902b24a333a5f9fcb2f0b3ac41.css │ │ ├── plus.png │ │ ├── pygments.css │ │ ├── sbt-webpack-macros.html │ │ ├── scripts │ │ │ ├── bootstrap.js │ │ │ ├── bootstrap.js.LICENSE.txt │ │ │ ├── bootstrap.js.map │ │ │ ├── pydata-sphinx-theme.js │ │ │ ├── pydata-sphinx-theme.js.map │ │ │ ├── sphinx-book-theme.js │ │ │ └── sphinx-book-theme.js.map │ │ ├── searchtools.js │ │ ├── sphinx-thebe.css │ │ ├── sphinx-thebe.js │ │ ├── styles │ │ │ ├── bootstrap.css │ │ │ ├── bootstrap.css.map │ │ │ ├── pydata-sphinx-theme.css │ │ │ ├── pydata-sphinx-theme.css.map │ │ │ ├── sphinx-book-theme.css │ │ │ └── theme.css │ │ ├── togglebutton.css │ │ ├── togglebutton.js │ │ ├── underscore-1.13.1.js │ │ ├── underscore.js │ │ ├── vendor │ │ │ └── fontawesome │ │ │ │ └── 6.1.2 │ │ │ │ ├── LICENSE.txt │ │ │ │ ├── css │ │ │ │ └── all.min.css │ │ │ │ ├── js │ │ │ │ ├── all.min.js │ │ │ │ └── all.min.js.LICENSE.txt │ │ │ │ └── webfonts │ │ │ │ ├── fa-brands-400.ttf │ │ │ │ ├── fa-brands-400.woff2 │ │ │ │ ├── fa-regular-400.ttf │ │ │ │ ├── fa-regular-400.woff2 │ │ │ │ ├── fa-solid-900.ttf │ │ │ │ ├── fa-solid-900.woff2 │ │ │ │ ├── fa-v4compatibility.ttf │ │ │ │ └── fa-v4compatibility.woff2 │ │ └── webpack-macros.html │ ├── content │ │ ├── Appendices │ │ │ ├── Algorithmic_Efficiency.html │ │ │ ├── Chapter_Intro.html │ │ │ └── Floating_Point_Arithmetic.html │ │ ├── Arrays_and_Dictionaries │ │ │ ├── Chapter_Intro.html │ │ │ ├── Dictionaries.html │ │ │ ├── Introduction_To_Arrays.html │ │ │ └── Multi_Dimensional_Arrays.html │ │ ├── Computational_Geometry │ │ │ ├── Chapter_Intro.html │ │ │ ├── Convex_Hull.html │ │ │ ├── Line_Segment_Interactions.html │ │ │ └── Triangulations.html │ │ ├── Data_Types │ │ │ ├── Arbitrary_Precision_Floats.html │ │ │ ├── Arbitrary_Precision_Integers.html │ │ │ ├── Chapter_Intro.html │ │ │ ├── Complex_Numbers.html │ │ │ ├── Data_Types_of_Arrays.html │ │ │ └── Rational_Numbers.html │ │ ├── Debugging │ │ │ └── Debugging.html │ │ ├── Differential_Equations │ │ │ ├── Boundary_Value_Problems.html │ │ │ ├── Chapter_Intro.html │ │ │ ├── DifferentialEquations_Package.html │ │ │ ├── Higher_Order_Derivatives_Systems_Of_ODEs.html │ │ │ └── Initial_Value_Problems.html │ │ ├── Graphs │ │ │ ├── Chapter_Intro.html │ │ │ ├── Graph_Algorithms.html │ │ │ ├── Graph_Basics.html │ │ │ └── Graph_Code.html │ │ ├── Image_Processing │ │ │ ├── Chapter_Intro.html │ │ │ ├── Filtering.html │ │ │ ├── Fourier_Transform.html │ │ │ ├── Image_Scaling.html │ │ │ └── Reading_And_Plotting_Images.html │ │ ├── Introduction │ │ │ ├── Chapter_Intro.html │ │ │ ├── Conditionals.html │ │ │ ├── For_Loops.html │ │ │ ├── Function_Arguments.html │ │ │ ├── Functions.html │ │ │ ├── Julia_As_A_Calculator.html │ │ │ ├── Variables_And_Assignments.html │ │ │ └── While_Loops.html │ │ ├── Linear_Algebra │ │ │ ├── Chapter_Intro.html │ │ │ ├── Linear_Systems_And_Regression.html │ │ │ ├── Matrix_Operations.html │ │ │ └── Special_Matrices.html │ │ ├── Mathematica │ │ │ └── Mathematica_1.html │ │ ├── Optimization │ │ │ ├── Chapter_Intro.html │ │ │ ├── Gradient_Based_Optimization.html │ │ │ └── Optim_Package.html │ │ ├── Plotting │ │ │ └── Plotting.html │ │ ├── Random_Numbers │ │ │ ├── Chapter_Intro.html │ │ │ ├── Distributions.html │ │ │ ├── Histograms.html │ │ │ └── Monte_Carlo.html │ │ ├── Recursion │ │ │ └── Recursion.html │ │ ├── Sparse_Matrices │ │ │ ├── Application_Google_Page_Rank.html │ │ │ ├── Application_Graphs.html │ │ │ ├── Chapter_Intro.html │ │ │ ├── Matrix_Designs.html │ │ │ └── Sparse_Matrices_In_Julia.html │ │ ├── Strings_and_File_Processing │ │ │ ├── Chapter_Intro.html │ │ │ ├── File_Processing.html │ │ │ ├── String_Basics.html │ │ │ └── String_Functions.html │ │ ├── Structs_And_Objects │ │ │ └── Structs_And_Objects.html │ │ └── Vectorization │ │ │ ├── Array_Functions.html │ │ │ ├── Chapter_Intro.html │ │ │ ├── Constructing_Arrays.html │ │ │ └── Logical_Indexing.html │ ├── genindex.html │ ├── index.html │ ├── objects.inv │ ├── search.html │ └── searchindex.js └── jupyter_execute │ ├── 039fc751f11246a4e6faacc3495da6f39f846ac818c836a3b43900401262e303.png │ ├── 05963576df0bfe5af2a4919da24c118f77f823e4a44bfa56db915fbfece25dbf.png │ ├── 0b24dc24fa10da7d9750038a9aa7a955ec3f2e828b693873cf43a026659f3ecf.png │ ├── 0e07d6ed71c8960b847a62884295e3c4bd189e3dc4703dfd84bb4445ecd28fdd.png │ ├── 103b4378b1e51fcae3303dd9aaab959f350606e0b4638d69cb6d21180c537a05.png │ ├── 10647fbc9ac31a0c7b843838b4458f7316810c83a5bfc2673f86b727304d1813.png │ ├── 114ee765de4058f4225180dbf1e407ae972aca5ee09151b63c1d6dccb2a3b191.png │ ├── 18c8350024ae873a5487893c17a601f23ba2ace4e7f872cede74cce723be4b36.png │ ├── 1b4248fa0b0c4b00cdc713faddc9c0e68efc1f3adac77ac8d7a419c4d4ef8bba.png │ ├── 1bd5d3d19fe539b53e962a55c5e94549ab48ffd56760ded2cb10f205bc672f5c.png │ ├── 1d9c5a542f483156825f44d35966ec543a8942c6303ad6b5cc8abad40ef95d55.png │ ├── 1eaa3158e25cb1a826982bc96fe5c9a20fb9c86aeaa231ae4ec7968a3b8d956f.png │ ├── 2378742c759d01157b973070d3bed83f45b4d7db072d3f628d7b949627688945.png │ ├── 2fbf0b1111c175be18519e624fd9597a068f621ca9417188a1abc8c6cb215432.png │ ├── 3277efb17b194c05ce5b7ff48884124036041ad8b05331ba097f3cf79e66ee86.png │ ├── 361d81d3c14453895c2d58f41b8fb69e85f92f618b1d8c2c9b9a0d59d950a645.png │ ├── 37706eab4c5c014be89c2c66f639f7264d4d7a32bcf5b09cc950016caf2b3dca.png │ ├── 4400fabfe79b7ce1a00f325c971c8478a1a1ad3483be2c2b94c6c82589eda2c2.png │ ├── 44309a6e5675d031b6e08eb06fffff9fb68ce156b565ba5fc0d218ae0d5334c0.png │ ├── 463694e0f0cc6a08420e286b03b65079566b9b8e0ba420cca4ee394548485e17.png │ ├── 487c73fbef9dd23f807073bbdc600704261818fa57fe63000d9abfb9497b537d.png │ ├── 4ca2bc9db6c13358ba6544c4090a428c1c545d02ec7461ba2b70365d0a41307b.png │ ├── 52a1f121d006a50da47b0263832d04212f1c083debe758ec3dd69fb7e39ae1f7.png │ ├── 53856944d0a0806afcd6f740e85c2e4003b81bcd5b22fad8daf9be09e33d67d9.png │ ├── 5f9a6a4a6ef99d80ba23334ac4a54f28eac06a80136b098660cad4227e5c151a.png │ ├── 6248980e135802fd398981bb6564b44783ab6623ddfb2ee4c7fbb6909304f798.png │ ├── 625acdf341b522dcb9016aacad32bcdad00b782c9c09ecbbd4b0acd1e6e64e8f.png │ ├── 66e898d611f4e9adbd0a3cb5b1e26505e5f29e561993e889bc815390a8b0ec4f.png │ ├── 67c422e4b71a956af7dc495a524af9ae8aca732cb13bd32fe352fb789237cc8f.png │ ├── 69e19d39f0eaeea1528c08e6fc68197cfc5d6f3d29f6ac912a72613e342bb072.png │ ├── 6b11804b8a7857603a505c5e9f00403b5c5212796e1ea38ccb22d5ec9317c745.png │ ├── 6e38a23a8ae3856be365dfc56c653367e2cb8d9690263df4aa0b4ce777d80df1.png │ ├── 6fc2cdb2ab0251fa9c0c0b3664dd6e6a35d25eda5e77b24b7d8439cf2e19491a.png │ ├── 70f2060ecf42573f239ff52277e9f760047f0ea4e488137b5422b4c073d42d06.png │ ├── 72d622bb0f5ca440befd6afdab7efcbbb8b0d87aeb89df5555252787309e5dfe.png │ ├── 7644f6ac1b7eb2715c09264038d70cf5b304f62a0fa8e1c9e0f2a7e419d0080a.png │ ├── 7c2da13ee20aad5da71ffad22903d3370b5a736afd672be159309d5cea9fafdc.png │ ├── 7e84d33040937bdcc3616a70734878dcf30d1095adc782027449cb3598cd3c99.png │ ├── 7eae83fd552e7b4b2dc607bcf56d99cc36b9b4b1978485cef2d8fc8dff23cf60.png │ ├── 8216a46ab28249b276a9294728ac9d30440bfa32dbb8a812ca1e94c0e011d154.png │ ├── 8298409dd84f4af3f28e0fa2078c366eef69eb80312a78f74de801c6aa3ddb87.png │ ├── 88980fe0f23b577d2b9e5c2d843dfa39833424c44a28a3be95819b94d6c033c5.png │ ├── 8e7259b39a25419a1fa4c8ea972aec717ba9fe05bbbe66ae10ba1216d2e62fab.png │ ├── 922a575556ca00a653a74a0edb10389becbfc38e558a274911506aa43d0bd33c.png │ ├── 943e74e1daf46c88efc609ad8577cc937d536a862f016a34966ea530c8877373.png │ ├── 96cf868ca00f5261fc88549c2515553c830c63b79a549f5ff9a1fd78a25f700c.png │ ├── a2f7275115ba9bda9317172278ad1cd9bcd1b23f0b61da7677c405eaa689749a.png │ ├── aeccf504daefceea58f8ecb6139c0568b881162ffe8029d7fd62969f0162cef3.png │ ├── b073c54859615ca620ac9eea56cf81d7799aae29ec004131ef0081c66b521af2.png │ ├── b1834f44536da6331604b4c7692023379b9b795faf3f395b9335a40c379a4cba.png │ ├── b39ef28f3631e2a43eea7bada28b8789055cf0b92b0703359c8f6b13e0102d18.png │ ├── c8fe2637631b3f0e2b8772f2965542b193e388fb7cbc7af52d1577a9c5bcfad3.png │ ├── cbfe8985529db3e2e7e01e0be04d4db344c97667b6d8d92a4037cd2c89ac1f16.png │ ├── cdd035311b9a4ccf7392fffbec3e09aa2b1ff003fc2977422009a38fae71e568.png │ ├── content │ ├── Appendices │ │ ├── Algorithmic_Efficiency.ipynb │ │ └── Floating_Point_Arithmetic.ipynb │ ├── Arrays_and_Dictionaries │ │ ├── Dictionaries.ipynb │ │ ├── Introduction_To_Arrays.ipynb │ │ └── Multi_Dimensional_Arrays.ipynb │ ├── Computational_Geometry │ │ ├── Convex_Hull.ipynb │ │ ├── Line_Segment_Interactions.ipynb │ │ └── Triangulations.ipynb │ ├── Data_Types │ │ ├── Arbitrary_Precision_Floats.ipynb │ │ ├── Arbitrary_Precision_Integers.ipynb │ │ ├── Complex_Numbers.ipynb │ │ ├── Data_Types_of_Arrays.ipynb │ │ └── Rational_Numbers.ipynb │ ├── Debugging │ │ └── Debugging.ipynb │ ├── Differential_Equations │ │ ├── Boundary_Value_Problems.ipynb │ │ ├── DifferentialEquations_Package.ipynb │ │ ├── Higher_Order_Derivatives_Systems_Of_ODEs.ipynb │ │ └── Initial_Value_Problems.ipynb │ ├── Graphs │ │ ├── Graph_Algorithms.ipynb │ │ ├── Graph_Basics.ipynb │ │ └── Graph_Code.ipynb │ ├── Image_Processing │ │ ├── Filtering.ipynb │ │ ├── Fourier_Transform.ipynb │ │ ├── Image_Scaling.ipynb │ │ └── Reading_And_Plotting_Images.ipynb │ ├── Introduction │ │ ├── Conditionals.ipynb │ │ ├── For_Loops.ipynb │ │ ├── Function_Arguments.ipynb │ │ ├── Functions.ipynb │ │ ├── Julia_As_A_Calculator.ipynb │ │ ├── Variables_And_Assignments.ipynb │ │ └── While_Loops.ipynb │ ├── Linear_Algebra │ │ ├── Linear_Systems_And_Regression.ipynb │ │ ├── Matrix_Operations.ipynb │ │ └── Special_Matrices.ipynb │ ├── Optimization │ │ ├── Gradient_Based_Optimization.ipynb │ │ └── Optim_Package.ipynb │ ├── Plotting │ │ └── Plotting.ipynb │ ├── Random_Numbers │ │ ├── Distributions.ipynb │ │ ├── Histograms.ipynb │ │ └── Monte_Carlo.ipynb │ ├── Recursion │ │ └── Recursion.ipynb │ ├── Sparse_Matrices │ │ ├── Application_Google_Page_Rank.ipynb │ │ ├── Application_Graphs.ipynb │ │ ├── Matrix_Designs.ipynb │ │ └── Sparse_Matrices_In_Julia.ipynb │ ├── Strings_and_File_Processing │ │ ├── File_Processing.ipynb │ │ ├── String_Basics.ipynb │ │ └── String_Functions.ipynb │ ├── Structs_And_Objects │ │ └── Structs_And_Objects.ipynb │ └── Vectorization │ │ ├── Array_Functions.ipynb │ │ ├── Constructing_Arrays.ipynb │ │ └── Logical_Indexing.ipynb │ ├── d3bc671a9e2e9238912771acf4d7a02b93012118d63d8761bdeeec4c64eb37e6.png │ ├── dafc1188e66c65874ff529266e0aa4bd23054403d47d89b0c968544cea6f306a.png │ ├── e09fc415716a8edeb29fff2c02378d16a84fb03186b795e76dd450596cc6a6ac.png │ ├── efb716dd15b3b67bb80234f8e2fe64533e786816e13fdeef6ef46809afe80fb7.png │ ├── f5e5eb8f8952b7e524cdfbd2d0f96555bb61d4ec3e4000120edf0cf22a200314.png │ ├── f8a7b96d1bd0731baca3d2d228874dd26681f0f4b9dd4f40ad426d621bb97c66.png │ ├── fbb918e427c40f4a1cdcb03128e469f3a993c59be554cd7c15492e589ec22cc4.png │ └── fd0006218f8474111b0984c358d37dd561f344d39fc750952cef90fca7035e46.png ├── _config.yml ├── _toc.yml ├── content ├── .DS_Store ├── .ipynb_checkpoints │ └── Debugging-checkpoint.ipynb ├── Appendices │ ├── Algorithmic_Efficiency.ipynb │ ├── Chapter_Intro.md │ ├── Floating_Point_Arithmetic.ipynb │ └── floating_point_number_line.png ├── Arrays_and_Dictionaries │ ├── .DS_Store │ ├── Chapter_Intro.md │ ├── Dictionaries.ipynb │ ├── Introduction_To_Arrays.ipynb │ ├── Multi_Dimensional_Arrays.ipynb │ └── sieve_of_eratosthenes.gif ├── Computational_Geometry │ ├── .DS_Store │ ├── Chapter_Intro.md │ ├── Convex_Hull.ipynb │ ├── Line_Segment_Interactions.ipynb │ ├── Triangulations.ipynb │ └── jarvis_march_convex_hull.png ├── Data_Types │ ├── Arbitrary_Precision_Floats.ipynb │ ├── Arbitrary_Precision_Integers.ipynb │ ├── Chapter_Intro.md │ ├── Complex_Numbers.ipynb │ ├── Data_Types_of_Arrays.ipynb │ └── Rational_Numbers.ipynb ├── Debugging │ └── Debugging.ipynb ├── Differential_Equations │ ├── Boundary_Value_Problems.ipynb │ ├── Chapter_Intro.md │ ├── DifferentialEquations_Package.ipynb │ ├── Higher_Order_Derivatives_Systems_Of_ODEs.ipynb │ ├── Initial_Value_Problems.ipynb │ ├── euler_method.png │ └── testde_p.jl ├── Graphs │ ├── Chapter_Intro.md │ ├── Graph_Algorithms.ipynb │ ├── Graph_Basics.ipynb │ ├── Graph_Code.ipynb │ └── directed_acyclic_graph.png ├── Image_Processing │ ├── Chapter_Intro.md │ ├── Filtering.ipynb │ ├── Fourier_Transform.ipynb │ ├── Image_Scaling.ipynb │ ├── Reading_And_Plotting_Images.ipynb │ └── sample_photo.png ├── Introduction │ ├── .DS_Store │ ├── Chapter_Intro.md │ ├── Conditionals.ipynb │ ├── For_Loops.ipynb │ ├── Function_Arguments.ipynb │ ├── Functions.ipynb │ ├── Julia_As_A_Calculator.ipynb │ ├── Variables_And_Assignments.ipynb │ ├── While_Loops.ipynb │ └── e_to_the_pi_minus_pi.png ├── Linear_Algebra │ ├── Chapter_Intro.md │ ├── Linear_Systems_And_Regression.ipynb │ ├── Matrix_Operations.ipynb │ └── Special_Matrices.ipynb ├── Mathematica │ ├── .DS_Store │ ├── HTMLFiles │ │ ├── MathematicaLectureNotebook1.css │ │ ├── MathematicaLectureNotebook1_1.gif │ │ ├── MathematicaLectureNotebook1_10.png │ │ ├── MathematicaLectureNotebook1_100.png │ │ ├── MathematicaLectureNotebook1_101.png │ │ ├── MathematicaLectureNotebook1_102.png │ │ ├── MathematicaLectureNotebook1_103.png │ │ ├── MathematicaLectureNotebook1_104.png │ │ ├── MathematicaLectureNotebook1_105.png │ │ ├── MathematicaLectureNotebook1_106.png │ │ ├── MathematicaLectureNotebook1_107.png │ │ ├── MathematicaLectureNotebook1_108.png │ │ ├── MathematicaLectureNotebook1_109.png │ │ ├── MathematicaLectureNotebook1_11.png │ │ ├── MathematicaLectureNotebook1_110.png │ │ ├── MathematicaLectureNotebook1_111.gif │ │ ├── MathematicaLectureNotebook1_112.png │ │ ├── MathematicaLectureNotebook1_113.cdf │ │ ├── MathematicaLectureNotebook1_114.png │ │ ├── MathematicaLectureNotebook1_115.cdf │ │ ├── MathematicaLectureNotebook1_116.png │ │ ├── MathematicaLectureNotebook1_117.png │ │ ├── MathematicaLectureNotebook1_118.png │ │ ├── MathematicaLectureNotebook1_119.png │ │ ├── MathematicaLectureNotebook1_12.png │ │ ├── MathematicaLectureNotebook1_120.png │ │ ├── MathematicaLectureNotebook1_121.png │ │ ├── MathematicaLectureNotebook1_122.png │ │ ├── MathematicaLectureNotebook1_123.png │ │ ├── MathematicaLectureNotebook1_124.png │ │ ├── MathematicaLectureNotebook1_125.png │ │ ├── MathematicaLectureNotebook1_126.png │ │ ├── MathematicaLectureNotebook1_127.png │ │ ├── MathematicaLectureNotebook1_128.png │ │ ├── MathematicaLectureNotebook1_129.png │ │ ├── MathematicaLectureNotebook1_13.png │ │ ├── MathematicaLectureNotebook1_130.png │ │ ├── MathematicaLectureNotebook1_131.png │ │ ├── MathematicaLectureNotebook1_132.png │ │ ├── MathematicaLectureNotebook1_133.png │ │ ├── MathematicaLectureNotebook1_134.png │ │ ├── MathematicaLectureNotebook1_135.png │ │ ├── MathematicaLectureNotebook1_136.png │ │ ├── MathematicaLectureNotebook1_137.png │ │ ├── MathematicaLectureNotebook1_138.png │ │ ├── MathematicaLectureNotebook1_139.png │ │ ├── MathematicaLectureNotebook1_14.png │ │ ├── MathematicaLectureNotebook1_140.png │ │ ├── MathematicaLectureNotebook1_141.png │ │ ├── MathematicaLectureNotebook1_142.png │ │ ├── MathematicaLectureNotebook1_143.png │ │ ├── MathematicaLectureNotebook1_144.png │ │ ├── MathematicaLectureNotebook1_145.png │ │ ├── MathematicaLectureNotebook1_146.png │ │ ├── MathematicaLectureNotebook1_147.png │ │ ├── MathematicaLectureNotebook1_148.png │ │ ├── MathematicaLectureNotebook1_149.png │ │ ├── MathematicaLectureNotebook1_15.png │ │ ├── MathematicaLectureNotebook1_150.png │ │ ├── MathematicaLectureNotebook1_151.png │ │ ├── MathematicaLectureNotebook1_152.png │ │ ├── MathematicaLectureNotebook1_153.png │ │ ├── MathematicaLectureNotebook1_154.png │ │ ├── MathematicaLectureNotebook1_155.png │ │ ├── MathematicaLectureNotebook1_156.png │ │ ├── MathematicaLectureNotebook1_157.png │ │ ├── MathematicaLectureNotebook1_158.png │ │ ├── MathematicaLectureNotebook1_159.png │ │ ├── MathematicaLectureNotebook1_16.png │ │ ├── MathematicaLectureNotebook1_160.png │ │ ├── MathematicaLectureNotebook1_161.png │ │ ├── MathematicaLectureNotebook1_162.png │ │ ├── MathematicaLectureNotebook1_163.png │ │ ├── MathematicaLectureNotebook1_164.png │ │ ├── MathematicaLectureNotebook1_165.png │ │ ├── MathematicaLectureNotebook1_166.png │ │ ├── MathematicaLectureNotebook1_167.png │ │ ├── MathematicaLectureNotebook1_168.png │ │ ├── MathematicaLectureNotebook1_169.png │ │ ├── MathematicaLectureNotebook1_17.png │ │ ├── MathematicaLectureNotebook1_170.png │ │ ├── MathematicaLectureNotebook1_171.png │ │ ├── MathematicaLectureNotebook1_172.png │ │ ├── MathematicaLectureNotebook1_173.png │ │ ├── MathematicaLectureNotebook1_174.png │ │ ├── MathematicaLectureNotebook1_175.png │ │ ├── MathematicaLectureNotebook1_176.png │ │ ├── MathematicaLectureNotebook1_177.png │ │ ├── MathematicaLectureNotebook1_178.png │ │ ├── MathematicaLectureNotebook1_179.png │ │ ├── MathematicaLectureNotebook1_18.png │ │ ├── MathematicaLectureNotebook1_180.png │ │ ├── MathematicaLectureNotebook1_181.png │ │ ├── MathematicaLectureNotebook1_182.png │ │ ├── MathematicaLectureNotebook1_183.png │ │ ├── MathematicaLectureNotebook1_184.png │ │ ├── MathematicaLectureNotebook1_185.png │ │ ├── MathematicaLectureNotebook1_186.png │ │ ├── MathematicaLectureNotebook1_187.png │ │ ├── MathematicaLectureNotebook1_188.png │ │ ├── MathematicaLectureNotebook1_189.png │ │ ├── MathematicaLectureNotebook1_19.png │ │ ├── MathematicaLectureNotebook1_190.png │ │ ├── MathematicaLectureNotebook1_191.png │ │ ├── MathematicaLectureNotebook1_192.png │ │ ├── MathematicaLectureNotebook1_193.png │ │ ├── MathematicaLectureNotebook1_194.png │ │ ├── MathematicaLectureNotebook1_195.png │ │ ├── MathematicaLectureNotebook1_196.png │ │ ├── MathematicaLectureNotebook1_197.png │ │ ├── MathematicaLectureNotebook1_198.png │ │ ├── MathematicaLectureNotebook1_199.png │ │ ├── MathematicaLectureNotebook1_2.png │ │ ├── MathematicaLectureNotebook1_20.png │ │ ├── MathematicaLectureNotebook1_200.png │ │ ├── MathematicaLectureNotebook1_201.png │ │ ├── MathematicaLectureNotebook1_202.png │ │ ├── MathematicaLectureNotebook1_203.png │ │ ├── MathematicaLectureNotebook1_204.png │ │ ├── MathematicaLectureNotebook1_205.png │ │ ├── MathematicaLectureNotebook1_206.png │ │ ├── MathematicaLectureNotebook1_207.png │ │ ├── MathematicaLectureNotebook1_208.png │ │ ├── MathematicaLectureNotebook1_209.png │ │ ├── MathematicaLectureNotebook1_21.png │ │ ├── MathematicaLectureNotebook1_210.png │ │ ├── MathematicaLectureNotebook1_211.png │ │ ├── MathematicaLectureNotebook1_212.png │ │ ├── MathematicaLectureNotebook1_213.png │ │ ├── MathematicaLectureNotebook1_214.png │ │ ├── MathematicaLectureNotebook1_215.png │ │ ├── MathematicaLectureNotebook1_216.png │ │ ├── MathematicaLectureNotebook1_217.png │ │ ├── MathematicaLectureNotebook1_218.gif │ │ ├── MathematicaLectureNotebook1_219.png │ │ ├── MathematicaLectureNotebook1_22.png │ │ ├── MathematicaLectureNotebook1_220.png │ │ ├── MathematicaLectureNotebook1_221.png │ │ ├── MathematicaLectureNotebook1_222.gif │ │ ├── MathematicaLectureNotebook1_223.gif │ │ ├── MathematicaLectureNotebook1_224.png │ │ ├── MathematicaLectureNotebook1_225.png │ │ ├── MathematicaLectureNotebook1_226.png │ │ ├── MathematicaLectureNotebook1_227.png │ │ ├── MathematicaLectureNotebook1_228.png │ │ ├── MathematicaLectureNotebook1_229.png │ │ ├── MathematicaLectureNotebook1_23.png │ │ ├── MathematicaLectureNotebook1_230.png │ │ ├── MathematicaLectureNotebook1_231.png │ │ ├── MathematicaLectureNotebook1_232.png │ │ ├── MathematicaLectureNotebook1_233.png │ │ ├── MathematicaLectureNotebook1_234.png │ │ ├── MathematicaLectureNotebook1_235.png │ │ ├── MathematicaLectureNotebook1_236.png │ │ ├── MathematicaLectureNotebook1_237.png │ │ ├── MathematicaLectureNotebook1_238.png │ │ ├── MathematicaLectureNotebook1_239.png │ │ ├── MathematicaLectureNotebook1_24.gif │ │ ├── MathematicaLectureNotebook1_240.png │ │ ├── MathematicaLectureNotebook1_241.png │ │ ├── MathematicaLectureNotebook1_242.png │ │ ├── MathematicaLectureNotebook1_243.png │ │ ├── MathematicaLectureNotebook1_244.png │ │ ├── MathematicaLectureNotebook1_245.png │ │ ├── MathematicaLectureNotebook1_246.png │ │ ├── MathematicaLectureNotebook1_247.png │ │ ├── MathematicaLectureNotebook1_248.png │ │ ├── MathematicaLectureNotebook1_249.png │ │ ├── MathematicaLectureNotebook1_25.gif │ │ ├── MathematicaLectureNotebook1_250.png │ │ ├── MathematicaLectureNotebook1_251.png │ │ ├── MathematicaLectureNotebook1_252.png │ │ ├── MathematicaLectureNotebook1_253.png │ │ ├── MathematicaLectureNotebook1_254.gif │ │ ├── MathematicaLectureNotebook1_255.gif │ │ ├── MathematicaLectureNotebook1_256.png │ │ ├── MathematicaLectureNotebook1_257.png │ │ ├── MathematicaLectureNotebook1_258.png │ │ ├── MathematicaLectureNotebook1_259.png │ │ ├── MathematicaLectureNotebook1_26.png │ │ ├── MathematicaLectureNotebook1_260.png │ │ ├── MathematicaLectureNotebook1_261.gif │ │ ├── MathematicaLectureNotebook1_262.png │ │ ├── MathematicaLectureNotebook1_263.png │ │ ├── MathematicaLectureNotebook1_264.png │ │ ├── MathematicaLectureNotebook1_265.png │ │ ├── MathematicaLectureNotebook1_266.png │ │ ├── MathematicaLectureNotebook1_267.png │ │ ├── MathematicaLectureNotebook1_268.png │ │ ├── MathematicaLectureNotebook1_269.png │ │ ├── MathematicaLectureNotebook1_27.png │ │ ├── MathematicaLectureNotebook1_270.png │ │ ├── MathematicaLectureNotebook1_271.gif │ │ ├── MathematicaLectureNotebook1_272.png │ │ ├── MathematicaLectureNotebook1_273.png │ │ ├── MathematicaLectureNotebook1_274.png │ │ ├── MathematicaLectureNotebook1_275.png │ │ ├── MathematicaLectureNotebook1_276.png │ │ ├── MathematicaLectureNotebook1_277.png │ │ ├── MathematicaLectureNotebook1_278.png │ │ ├── MathematicaLectureNotebook1_279.png │ │ ├── MathematicaLectureNotebook1_28.png │ │ ├── MathematicaLectureNotebook1_280.png │ │ ├── MathematicaLectureNotebook1_281.png │ │ ├── MathematicaLectureNotebook1_282.png │ │ ├── MathematicaLectureNotebook1_283.png │ │ ├── MathematicaLectureNotebook1_284.png │ │ ├── MathematicaLectureNotebook1_285.png │ │ ├── MathematicaLectureNotebook1_286.png │ │ ├── MathematicaLectureNotebook1_287.png │ │ ├── MathematicaLectureNotebook1_288.png │ │ ├── MathematicaLectureNotebook1_289.png │ │ ├── MathematicaLectureNotebook1_29.png │ │ ├── MathematicaLectureNotebook1_290.png │ │ ├── MathematicaLectureNotebook1_291.png │ │ ├── MathematicaLectureNotebook1_292.png │ │ ├── MathematicaLectureNotebook1_293.png │ │ ├── MathematicaLectureNotebook1_294.png │ │ ├── MathematicaLectureNotebook1_295.png │ │ ├── MathematicaLectureNotebook1_296.png │ │ ├── MathematicaLectureNotebook1_297.png │ │ ├── MathematicaLectureNotebook1_298.png │ │ ├── MathematicaLectureNotebook1_299.png │ │ ├── MathematicaLectureNotebook1_3.png │ │ ├── MathematicaLectureNotebook1_30.png │ │ ├── MathematicaLectureNotebook1_300.png │ │ ├── MathematicaLectureNotebook1_301.png │ │ ├── MathematicaLectureNotebook1_302.png │ │ ├── MathematicaLectureNotebook1_303.png │ │ ├── MathematicaLectureNotebook1_304.png │ │ ├── MathematicaLectureNotebook1_305.png │ │ ├── MathematicaLectureNotebook1_306.png │ │ ├── MathematicaLectureNotebook1_307.png │ │ ├── MathematicaLectureNotebook1_308.png │ │ ├── MathematicaLectureNotebook1_309.png │ │ ├── MathematicaLectureNotebook1_31.png │ │ ├── MathematicaLectureNotebook1_310.png │ │ ├── MathematicaLectureNotebook1_311.png │ │ ├── MathematicaLectureNotebook1_312.png │ │ ├── MathematicaLectureNotebook1_313.png │ │ ├── MathematicaLectureNotebook1_314.png │ │ ├── MathematicaLectureNotebook1_315.png │ │ ├── MathematicaLectureNotebook1_316.png │ │ ├── MathematicaLectureNotebook1_317.png │ │ ├── MathematicaLectureNotebook1_318.png │ │ ├── MathematicaLectureNotebook1_319.png │ │ ├── MathematicaLectureNotebook1_32.png │ │ ├── MathematicaLectureNotebook1_320.png │ │ ├── MathematicaLectureNotebook1_321.png │ │ ├── MathematicaLectureNotebook1_322.png │ │ ├── MathematicaLectureNotebook1_323.png │ │ ├── MathematicaLectureNotebook1_324.png │ │ ├── MathematicaLectureNotebook1_325.png │ │ ├── MathematicaLectureNotebook1_326.png │ │ ├── MathematicaLectureNotebook1_327.png │ │ ├── MathematicaLectureNotebook1_328.png │ │ ├── MathematicaLectureNotebook1_329.png │ │ ├── MathematicaLectureNotebook1_33.gif │ │ ├── MathematicaLectureNotebook1_330.png │ │ ├── MathematicaLectureNotebook1_331.png │ │ ├── MathematicaLectureNotebook1_332.gif │ │ ├── MathematicaLectureNotebook1_333.png │ │ ├── MathematicaLectureNotebook1_334.png │ │ ├── MathematicaLectureNotebook1_335.png │ │ ├── MathematicaLectureNotebook1_336.png │ │ ├── MathematicaLectureNotebook1_337.png │ │ ├── MathematicaLectureNotebook1_338.png │ │ ├── MathematicaLectureNotebook1_339.png │ │ ├── MathematicaLectureNotebook1_34.png │ │ ├── MathematicaLectureNotebook1_340.png │ │ ├── MathematicaLectureNotebook1_341.png │ │ ├── MathematicaLectureNotebook1_342.png │ │ ├── MathematicaLectureNotebook1_343.png │ │ ├── MathematicaLectureNotebook1_344.png │ │ ├── MathematicaLectureNotebook1_345.png │ │ ├── MathematicaLectureNotebook1_346.png │ │ ├── MathematicaLectureNotebook1_347.png │ │ ├── MathematicaLectureNotebook1_348.png │ │ ├── MathematicaLectureNotebook1_349.png │ │ ├── MathematicaLectureNotebook1_35.png │ │ ├── MathematicaLectureNotebook1_350.png │ │ ├── MathematicaLectureNotebook1_351.png │ │ ├── MathematicaLectureNotebook1_352.png │ │ ├── MathematicaLectureNotebook1_353.png │ │ ├── MathematicaLectureNotebook1_354.png │ │ ├── MathematicaLectureNotebook1_355.png │ │ ├── MathematicaLectureNotebook1_356.png │ │ ├── MathematicaLectureNotebook1_357.png │ │ ├── MathematicaLectureNotebook1_358.png │ │ ├── MathematicaLectureNotebook1_359.png │ │ ├── MathematicaLectureNotebook1_36.png │ │ ├── MathematicaLectureNotebook1_360.png │ │ ├── MathematicaLectureNotebook1_361.png │ │ ├── MathematicaLectureNotebook1_362.png │ │ ├── MathematicaLectureNotebook1_363.png │ │ ├── MathematicaLectureNotebook1_364.png │ │ ├── MathematicaLectureNotebook1_365.png │ │ ├── MathematicaLectureNotebook1_366.png │ │ ├── MathematicaLectureNotebook1_367.png │ │ ├── MathematicaLectureNotebook1_368.png │ │ ├── MathematicaLectureNotebook1_369.png │ │ ├── MathematicaLectureNotebook1_37.gif │ │ ├── MathematicaLectureNotebook1_370.png │ │ ├── MathematicaLectureNotebook1_371.png │ │ ├── MathematicaLectureNotebook1_372.png │ │ ├── MathematicaLectureNotebook1_373.png │ │ ├── MathematicaLectureNotebook1_374.png │ │ ├── MathematicaLectureNotebook1_375.png │ │ ├── MathematicaLectureNotebook1_376.png │ │ ├── MathematicaLectureNotebook1_377.gif │ │ ├── MathematicaLectureNotebook1_378.png │ │ ├── MathematicaLectureNotebook1_379.png │ │ ├── MathematicaLectureNotebook1_38.png │ │ ├── MathematicaLectureNotebook1_380.png │ │ ├── MathematicaLectureNotebook1_381.png │ │ ├── MathematicaLectureNotebook1_382.png │ │ ├── MathematicaLectureNotebook1_383.png │ │ ├── MathematicaLectureNotebook1_384.png │ │ ├── MathematicaLectureNotebook1_385.png │ │ ├── MathematicaLectureNotebook1_386.png │ │ ├── MathematicaLectureNotebook1_387.png │ │ ├── MathematicaLectureNotebook1_388.png │ │ ├── MathematicaLectureNotebook1_389.png │ │ ├── MathematicaLectureNotebook1_39.gif │ │ ├── MathematicaLectureNotebook1_390.png │ │ ├── MathematicaLectureNotebook1_391.png │ │ ├── MathematicaLectureNotebook1_392.png │ │ ├── MathematicaLectureNotebook1_393.png │ │ ├── MathematicaLectureNotebook1_394.gif │ │ ├── MathematicaLectureNotebook1_395.png │ │ ├── MathematicaLectureNotebook1_396.gif │ │ ├── MathematicaLectureNotebook1_397.png │ │ ├── MathematicaLectureNotebook1_398.png │ │ ├── MathematicaLectureNotebook1_399.png │ │ ├── MathematicaLectureNotebook1_4.png │ │ ├── MathematicaLectureNotebook1_40.png │ │ ├── MathematicaLectureNotebook1_400.png │ │ ├── MathematicaLectureNotebook1_401.png │ │ ├── MathematicaLectureNotebook1_402.png │ │ ├── MathematicaLectureNotebook1_403.png │ │ ├── MathematicaLectureNotebook1_404.gif │ │ ├── MathematicaLectureNotebook1_405.png │ │ ├── MathematicaLectureNotebook1_406.png │ │ ├── MathematicaLectureNotebook1_407.png │ │ ├── MathematicaLectureNotebook1_408.png │ │ ├── MathematicaLectureNotebook1_409.png │ │ ├── MathematicaLectureNotebook1_41.png │ │ ├── MathematicaLectureNotebook1_410.png │ │ ├── MathematicaLectureNotebook1_411.png │ │ ├── MathematicaLectureNotebook1_412.png │ │ ├── MathematicaLectureNotebook1_413.png │ │ ├── MathematicaLectureNotebook1_414.png │ │ ├── MathematicaLectureNotebook1_415.png │ │ ├── MathematicaLectureNotebook1_416.png │ │ ├── MathematicaLectureNotebook1_417.png │ │ ├── MathematicaLectureNotebook1_418.png │ │ ├── MathematicaLectureNotebook1_419.png │ │ ├── MathematicaLectureNotebook1_42.png │ │ ├── MathematicaLectureNotebook1_420.png │ │ ├── MathematicaLectureNotebook1_421.png │ │ ├── MathematicaLectureNotebook1_422.png │ │ ├── MathematicaLectureNotebook1_423.png │ │ ├── MathematicaLectureNotebook1_424.png │ │ ├── MathematicaLectureNotebook1_425.png │ │ ├── MathematicaLectureNotebook1_426.png │ │ ├── MathematicaLectureNotebook1_427.png │ │ ├── MathematicaLectureNotebook1_428.png │ │ ├── MathematicaLectureNotebook1_429.png │ │ ├── MathematicaLectureNotebook1_43.png │ │ ├── MathematicaLectureNotebook1_430.png │ │ ├── MathematicaLectureNotebook1_431.png │ │ ├── MathematicaLectureNotebook1_432.png │ │ ├── MathematicaLectureNotebook1_433.png │ │ ├── MathematicaLectureNotebook1_434.png │ │ ├── MathematicaLectureNotebook1_435.png │ │ ├── MathematicaLectureNotebook1_436.png │ │ ├── MathematicaLectureNotebook1_437.png │ │ ├── MathematicaLectureNotebook1_438.png │ │ ├── MathematicaLectureNotebook1_439.png │ │ ├── MathematicaLectureNotebook1_44.png │ │ ├── MathematicaLectureNotebook1_440.png │ │ ├── MathematicaLectureNotebook1_441.png │ │ ├── MathematicaLectureNotebook1_442.png │ │ ├── MathematicaLectureNotebook1_443.png │ │ ├── MathematicaLectureNotebook1_444.png │ │ ├── MathematicaLectureNotebook1_445.png │ │ ├── MathematicaLectureNotebook1_446.png │ │ ├── MathematicaLectureNotebook1_447.png │ │ ├── MathematicaLectureNotebook1_448.png │ │ ├── MathematicaLectureNotebook1_449.png │ │ ├── MathematicaLectureNotebook1_45.png │ │ ├── MathematicaLectureNotebook1_450.png │ │ ├── MathematicaLectureNotebook1_451.png │ │ ├── MathematicaLectureNotebook1_452.png │ │ ├── MathematicaLectureNotebook1_453.png │ │ ├── MathematicaLectureNotebook1_454.png │ │ ├── MathematicaLectureNotebook1_455.png │ │ ├── MathematicaLectureNotebook1_456.png │ │ ├── MathematicaLectureNotebook1_457.png │ │ ├── MathematicaLectureNotebook1_458.png │ │ ├── MathematicaLectureNotebook1_459.png │ │ ├── MathematicaLectureNotebook1_46.png │ │ ├── MathematicaLectureNotebook1_460.png │ │ ├── MathematicaLectureNotebook1_461.png │ │ ├── MathematicaLectureNotebook1_462.png │ │ ├── MathematicaLectureNotebook1_463.png │ │ ├── MathematicaLectureNotebook1_464.png │ │ ├── MathematicaLectureNotebook1_465.png │ │ ├── MathematicaLectureNotebook1_466.png │ │ ├── MathematicaLectureNotebook1_467.png │ │ ├── MathematicaLectureNotebook1_468.png │ │ ├── MathematicaLectureNotebook1_469.png │ │ ├── MathematicaLectureNotebook1_47.png │ │ ├── MathematicaLectureNotebook1_470.png │ │ ├── MathematicaLectureNotebook1_471.png │ │ ├── MathematicaLectureNotebook1_472.png │ │ ├── MathematicaLectureNotebook1_473.png │ │ ├── MathematicaLectureNotebook1_474.png │ │ ├── MathematicaLectureNotebook1_475.png │ │ ├── MathematicaLectureNotebook1_476.png │ │ ├── MathematicaLectureNotebook1_477.png │ │ ├── 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The chapter will demonstrate several examples of using the package to run Monte Carlo simulations. -------------------------------------------------------------------------------- /textbook/content/Recursion/merge_sort.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/robertsweeneyblanco/Programming_for_Mathematical_Applications/ec65257a88eac4decb380814df194aedd5dac24b/textbook/content/Recursion/merge_sort.png -------------------------------------------------------------------------------- /textbook/content/Sparse_Matrices/graph1.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/robertsweeneyblanco/Programming_for_Mathematical_Applications/ec65257a88eac4decb380814df194aedd5dac24b/textbook/content/Sparse_Matrices/graph1.png -------------------------------------------------------------------------------- /textbook/content/Sparse_Matrices/pageranks-example.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/robertsweeneyblanco/Programming_for_Mathematical_Applications/ec65257a88eac4decb380814df194aedd5dac24b/textbook/content/Sparse_Matrices/pageranks-example.png -------------------------------------------------------------------------------- /textbook/content/Strings_and_File_Processing/Chapter_Intro.md: -------------------------------------------------------------------------------- 1 | # Strings and File Processing 2 | 3 | This chapter will cover Julia's string data type and many special functions to manipulate them. It will also cover how to read in text files for programs to analyze. -------------------------------------------------------------------------------- /textbook/content/Strings_and_File_Processing/created_data.txt: -------------------------------------------------------------------------------- 1 | -44,-58,46 2 | 72,55,78 3 | 4,-90,-12 4 | 92,-58,-97 5 | 70,-32,-61 6 | 56,52,74 7 | 15,-82,-16 8 | -89,50,-21 9 | -------------------------------------------------------------------------------- /textbook/content/Strings_and_File_Processing/test_file.txt: -------------------------------------------------------------------------------- 1 | This is a test file 2 | =================== 3 | 4 | This is line #4 5 | Here are some comma-separated numbers: 6 | 7 | 1,2,3,4,5 8 | 5,-4,3e3,2.0,1 -------------------------------------------------------------------------------- /textbook/content/Vectorization/.DS_Store: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/robertsweeneyblanco/Programming_for_Mathematical_Applications/ec65257a88eac4decb380814df194aedd5dac24b/textbook/content/Vectorization/.DS_Store -------------------------------------------------------------------------------- /textbook/content/Vectorization/Chapter_Intro.md: -------------------------------------------------------------------------------- 1 | # Vectorization 2 | 3 | Vectorization allows code to become quicker to execute and more compact. Readers should expect to learn how to improve the performance and readability of their code after finishing the chapter. -------------------------------------------------------------------------------- /textbook/content/logo.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/robertsweeneyblanco/Programming_for_Mathematical_Applications/ec65257a88eac4decb380814df194aedd5dac24b/textbook/content/logo.png -------------------------------------------------------------------------------- /textbook/requirements.txt: -------------------------------------------------------------------------------- 1 | jupyter-book 2 | matplotlib 3 | numpy 4 | --------------------------------------------------------------------------------