├── .github ├── ISSUE_TEMPLATE │ └── bug_report.md └── PULL_REQUEST_TEMPLATE │ └── pull_request_template.md ├── .gitignore ├── LICENSE ├── README.md ├── algebra ├── semester_1 │ ├── algebra.pdf │ ├── algebra.tex │ ├── exam-prog.pdf │ ├── figures │ │ ├── diagram.svg │ │ ├── img1.svg │ │ ├── img2.pdf │ │ ├── img2.pdf_tex │ │ ├── img2.svg │ │ ├── img_cm.pdf │ │ ├── img_cm.pdf_tex │ │ ├── img_cm.svg │ │ ├── kek.pdf │ │ ├── kek.pdf_tex │ │ └── kek.svg │ └── questions │ │ ├── figures │ │ ├── img_cm.pdf │ │ ├── img_cm.pdf_tex │ │ └── img_cm.svg │ │ ├── questions.pdf │ │ └── questions.tex ├── semester_2 │ ├── exam │ │ ├── part1 │ │ │ ├── master.pdf │ │ │ ├── master.tex │ │ │ ├── preamble.tex │ │ │ ├── q1.tex │ │ │ ├── q10.tex │ │ │ ├── q11.tex │ │ │ ├── q12.tex │ │ │ ├── q13.tex │ │ │ ├── q14.tex │ │ │ ├── q15.tex │ │ │ ├── q16.tex │ │ │ ├── q17.tex │ │ │ ├── q18.tex │ │ │ ├── q19.tex │ │ │ ├── q1proff.tex │ │ │ ├── q2.tex │ │ │ ├── q20.tex │ │ │ ├── q21.tex │ │ │ ├── q2proff.tex │ │ │ ├── q3.tex │ │ │ ├── q3proff.tex │ │ │ ├── q4.tex │ │ │ ├── q4proff.tex │ │ │ ├── q5.tex │ │ │ ├── q5proff.tex │ │ │ ├── q6.tex │ │ │ ├── q6proff.tex │ │ │ ├── q7.tex │ │ │ ├── q7proff.tex │ │ │ ├── q8.tex │ │ │ └── q9.tex │ │ └── part2 │ │ │ ├── master.pdf │ │ │ ├── master.tex │ │ │ ├── preamble.tex │ │ │ ├── q1.tex │ │ │ ├── q10.tex │ │ │ ├── q11.tex │ │ │ ├── q12.tex │ │ │ ├── q13.tex │ │ │ ├── q14.tex │ │ │ ├── q15.tex │ │ │ ├── q16.tex │ │ │ ├── q17.tex │ │ │ ├── q18.tex │ │ │ ├── q19.tex │ │ │ ├── q2.tex │ │ │ ├── q20.tex │ │ │ ├── q21.tex │ │ │ ├── q22.tex │ │ │ ├── q23.tex │ │ │ ├── q24.tex │ │ │ ├── q25.tex │ │ │ ├── q26.tex │ │ │ ├── q27.tex │ │ │ ├── q28.tex │ │ │ ├── q29.tex │ │ │ ├── q3.tex │ │ │ ├── q30.tex │ │ │ ├── q31.tex │ │ │ ├── q32.tex │ │ │ ├── q33.tex │ │ │ ├── q34.tex │ │ │ ├── q35.tex │ │ │ ├── q4.tex │ │ │ ├── q5.tex │ │ │ ├── q6.tex │ │ │ ├── q7.tex │ │ │ ├── q8.tex │ │ │ └── q9.tex │ └── practice │ │ ├── group_on_set.pdf │ │ ├── group_on_set.tex │ │ └── preamble.tex └── semester_3 │ ├── master.tex │ └── preamble.tex ├── complexity_theory └── semester_3 │ ├── figures │ ├── blocks.pdf │ ├── blocks.pdf_tex │ ├── blocks.svg │ ├── copy-ax.pdf │ ├── copy-ax.pdf_tex │ ├── copy-ax.svg │ ├── dag-tree.pdf │ ├── dag-tree.pdf_tex │ ├── dag-tree.svg │ ├── general-picture.pdf │ ├── general-picture.pdf_tex │ ├── general-picture.svg │ ├── hierarchy.pdf │ ├── hierarchy.pdf_tex │ ├── hierarchy.svg │ ├── pnp-classes.pdf │ ├── pnp-classes.pdf_tex │ ├── pnp-classes.svg │ ├── qbf-tree.pdf │ ├── qbf-tree.pdf_tex │ ├── qbf-tree.svg │ ├── random-bpp.pdf │ ├── random-bpp.pdf_tex │ ├── random-bpp.svg │ ├── shceme-det.pdf │ ├── shceme-det.pdf_tex │ ├── shceme-det.svg │ ├── two-bands.pdf │ ├── two-bands.pdf_tex │ └── two-bands.svg │ ├── help.md │ ├── lec_1.tex │ ├── lec_2.tex │ ├── lec_3.tex │ ├── lec_4.tex │ ├── lec_5.tex │ ├── lec_6.tex │ ├── lec_7.tex │ ├── master.idx │ ├── master.ind │ ├── master.pdf │ ├── master.tex │ ├── preamble.tex │ ├── questions.pdf │ ├── questions.tex │ └── stix2font │ ├── STIX2Math.otf │ ├── STIX2Text-Bold.otf │ ├── STIX2Text-BoldItalic.otf │ ├── STIX2Text-Italic.otf │ └── STIX2Text-Regular.otf ├── computability └── semester_4 │ ├── figures │ ├── alphabet-tails.pdf │ ├── alphabet-tails.pdf_tex │ ├── alphabet-tails.svg │ ├── bonding-tails.pdf │ ├── bonding-tails.pdf_tex │ ├── bonding-tails.svg │ ├── delta-tails.pdf │ ├── delta-tails.pdf_tex │ ├── delta-tails.svg │ ├── empty-tail.pdf │ ├── empty-tail.pdf_tex │ ├── empty-tail.svg │ ├── imitaion-mt.pdf │ ├── imitaion-mt.pdf_tex │ ├── imitaion-mt.svg │ ├── init-tails.pdf │ ├── init-tails.pdf_tex │ ├── init-tails.svg │ ├── jump-img.pdf │ ├── jump-img.pdf_tex │ ├── jump-img.svg │ ├── kari-tiles.pdf │ ├── kari-tiles.pdf_tex │ ├── kari-tiles.svg │ ├── step-mt.pdf │ ├── step-mt.pdf_tex │ ├── step-mt.svg │ └── vang-tiles.svg │ ├── help.md │ ├── imgs │ ├── 1.png │ ├── 10.png │ ├── 11.png │ ├── 12.png │ ├── 13.png │ ├── 14.png │ ├── 2.png │ ├── 3.png │ ├── 4.png │ ├── 5.png │ ├── 6.png │ ├── 7.png │ ├── 8.png │ ├── 9.png │ ├── Penrose_Tiling.png │ └── Penrose_Tiling.svg │ ├── lec_1.tex │ ├── lec_2.tex │ ├── lec_3.tex │ ├── lec_4.tex │ ├── lec_5.tex │ ├── lec_5M.tex │ ├── lec_6.tex │ ├── lec_7.tex │ ├── master.idx │ ├── master.ind │ ├── master.pdf │ ├── master.tex │ ├── preamble.tex │ ├── pythonhighlight.tex │ └── stix2font │ ├── STIX2Math.otf │ ├── STIX2Text-Bold.otf │ ├── STIX2Text-BoldItalic.otf │ ├── STIX2Text-Italic.otf │ └── STIX2Text-Regular.otf ├── cpp ├── semester_1 │ ├── figures │ │ ├── ram.pdf │ │ ├── ram.pdf_tex │ │ └── ram.svg │ ├── list.cpp │ ├── list_intr.c │ ├── master.pdf │ ├── master.tex │ ├── preamble.tex │ ├── q1.tex │ ├── q10.tex │ ├── q11.tex │ ├── q12.tex │ ├── q13.tex │ ├── q14.tex │ ├── q15.tex │ ├── q16.tex │ ├── q17.tex │ ├── q18.tex │ ├── q19.tex │ ├── q2.tex │ ├── q3.tex │ ├── q4.tex │ ├── q5.tex │ ├── q6.tex │ ├── q7.tex │ ├── q8.tex │ ├── q9.tex │ ├── questions.pdf │ ├── questions.tex │ ├── sort.c │ └── strtok.c └── semester_2 │ ├── io_classes.png │ ├── master.pdf │ ├── master.tex │ ├── preamble.tex │ ├── q1.tex │ ├── q10.tex │ ├── q11.tex │ ├── q12.tex │ ├── q13.tex │ ├── q2.tex │ ├── q3.tex │ ├── q4.tex │ ├── q5.tex │ ├── q6.tex │ ├── q7.tex │ ├── q8.tex │ ├── q9.tex │ ├── questions.pdf │ └── questions.tex ├── discrete ├── defs.pdf ├── defs.tex ├── discrete.tex ├── tcs1_2019_questions.pdf ├── theorems.pdf └── theorems.tex ├── functional_programming └── semester_3 │ ├── figures │ ├── beta-equiv.pdf │ ├── beta-equiv.pdf_tex │ ├── beta-equiv.svg │ ├── rhombus-property.pdf │ ├── rhombus-property.pdf_tex │ └── rhombus-property.svg │ ├── functions.idx │ ├── functions.pyg │ ├── functions.tex │ ├── haskell.idx │ ├── haskell.pdf │ ├── haskell.tex │ ├── preamble.tex │ ├── theory.idx │ ├── theory.pdf │ └── theory.tex ├── graph_th ├── definitions.tex ├── figures │ ├── block-tree.pdf │ ├── block-tree.pdf_tex │ ├── block-tree.svg │ ├── capoor-thm-b.pdf │ ├── capoor-thm-b.pdf_tex │ ├── capoor-thm-b.svg │ ├── capoor-thm-c.pdf │ ├── capoor-thm-c.pdf_tex │ ├── capoor-thm-c.svg │ ├── capoor-thm.pdf │ ├── capoor-thm.pdf_tex │ ├── capoor-thm.svg │ ├── checkmark-lemma.pdf │ ├── checkmark-lemma.pdf_tex │ ├── checkmark-lemma.svg │ ├── cycle-2.pdf │ ├── cycle-2.pdf_tex │ ├── cycle-2.svg │ ├── cycle.pdf │ ├── cycle.pdf_tex │ ├── cycle.svg │ ├── dirac-lemma-2-2.pdf │ ├── dirac-lemma-2-2.pdf_tex │ ├── dirac-lemma-2-2.svg │ ├── dirac-lemma-2.pdf │ ├── dirac-lemma-2.pdf_tex │ ├── dirac-lemma-2.svg │ ├── dirac-lemma-3.pdf │ ├── dirac-lemma-3.pdf_tex │ ├── dirac-lemma-3.svg │ ├── dirac-lemma.pdf │ ├── dirac-lemma.pdf_tex │ ├── dirac-lemma.svg │ ├── existing-gamiltonov-cycle.pdf │ ├── existing-gamiltonov-cycle.pdf_tex │ ├── existing-gamiltonov-cycle.svg │ ├── jordan-theorem-2.pdf │ ├── jordan-theorem-2.pdf_tex │ ├── jordan-theorem-2.svg │ ├── jordan-theorem.pdf │ ├── jordan-theorem.pdf_tex │ ├── jordan-theorem.svg │ ├── lm-circle.pdf │ ├── lm-circle.pdf_tex │ ├── lm-circle.svg │ ├── mycielski-theorem.pdf │ ├── mycielski-theorem.pdf_tex │ ├── mycielski-theorem.svg │ ├── thm-khvatal-ehrdesh-2.pdf │ ├── thm-khvatal-ehrdesh-2.pdf_tex │ ├── thm-khvatal-ehrdesh-2.svg │ ├── thm-khvatal-ehrdesh.pdf │ ├── thm-khvatal-ehrdesh.pdf_tex │ ├── thm-khvatal-ehrdesh.svg │ ├── thm-khvatal-ehrdesh.svg.2022_06_03_10_29_55.0.svg │ ├── tutta-thm.pdf │ ├── tutta-thm.pdf_tex │ ├── tutta-thm.svg │ ├── vising-theorem-2.pdf │ ├── vising-theorem-2.pdf_tex │ ├── vising-theorem-2.svg │ ├── vising-theorem-3.pdf │ ├── vising-theorem-3.pdf_tex │ ├── vising-theorem-3.svg │ ├── vising-theorem.pdf │ ├── vising-theorem.pdf_tex │ └── vising-theorem.svg ├── graph_th.pdf ├── lecture_1.tex ├── lecture_2.tex ├── master.pdf ├── master.tex ├── preamble.tex ├── question_1.tex ├── question_10.tex ├── question_11.tex ├── question_12.tex ├── question_13.tex ├── question_14.tex ├── question_15.tex ├── question_16.tex ├── question_17.tex ├── question_18.tex ├── question_19.tex ├── question_2.tex ├── question_20.tex ├── question_3.tex ├── question_33.tex ├── question_34.tex ├── question_35.tex ├── question_36.tex ├── question_37.tex ├── question_38.tex ├── question_39.tex ├── question_4.tex ├── question_40.tex ├── question_41.tex ├── question_42.tex ├── question_43.tex ├── question_44.tex ├── question_45.tex ├── question_46.tex ├── question_47.tex ├── question_48.tex ├── question_49.tex ├── question_5.tex ├── question_50.tex ├── question_51.tex ├── question_52.tex ├── question_53.tex ├── question_6.tex ├── question_7.tex ├── question_8.tex ├── question_9.tex ├── questions.pdf └── questions.tex ├── imgs ├── matan_sem_4 │ ├── lecture_1 │ │ ├── figures │ │ │ ├── example-orientation.pdf │ │ │ ├── example-orientation.pdf_tex │ │ │ ├── example-orientation.svg │ │ │ ├── matched-maps.pdf │ │ │ ├── matched-maps.pdf_tex │ │ │ ├── matched-maps.svg │ │ │ ├── orientation.pdf │ │ │ ├── orientation.pdf_tex │ │ │ ├── orientation.svg │ │ │ ├── proof-second-theorem.pdf │ │ │ ├── proof-second-theorem.pdf_tex │ │ │ ├── proof-second-theorem.svg │ │ │ ├── smooth-manifold.pdf │ │ │ ├── smooth-manifold.pdf_tex │ │ │ └── smooth-manifold.svg │ │ └── images.tex │ ├── lecture_2 │ │ ├── figures │ │ │ ├── first-theorem.pdf │ │ │ ├── first-theorem.pdf_tex │ │ │ ├── first-theorem.svg │ │ │ └── first-theorem.svg.2021_02_17_11_37_39.0.svg │ │ └── pictures.tex │ └── lecture_3 │ │ ├── figures.pdf │ │ ├── figures.tex │ │ └── figures │ │ ├── river.pdf │ │ ├── river.pdf_tex │ │ └── river.svg ├── task_1-15_07_2020 │ ├── factor │ │ ├── factor.pdf │ │ ├── factor.tex │ │ └── figures │ │ │ ├── factor1.pdf │ │ │ ├── factor1.pdf_tex │ │ │ ├── factor1.svg │ │ │ ├── factor2.pdf │ │ │ ├── factor2.pdf_tex │ │ │ └── factor2.svg │ ├── gll │ │ ├── figures │ │ │ ├── gll.pdf │ │ │ ├── gll.pdf_tex │ │ │ └── gll.svg │ │ ├── gll.pdf │ │ └── gll.tex │ ├── lemma │ │ ├── figures │ │ │ ├── lemma11.pdf │ │ │ ├── lemma11.pdf_tex │ │ │ ├── lemma11.svg │ │ │ ├── lemma12.pdf │ │ │ ├── lemma12.pdf_tex │ │ │ └── lemma12.svg │ │ ├── lemma.pdf │ │ └── lemma.tex │ ├── modfunc │ │ ├── figures │ │ │ ├── modfunc1.pdf │ │ │ ├── modfunc1.pdf_tex │ │ │ ├── modfunc1.svg │ │ │ ├── modfunc2.pdf │ │ │ ├── modfunc2.pdf_tex │ │ │ └── modfunc2.svg │ │ ├── img1.pdf │ │ └── img1.tex │ ├── sepax │ │ ├── figures │ │ │ ├── sepax.pdf │ │ │ ├── sepax.pdf_tex │ │ │ └── sepax.svg │ │ ├── sepax.pdf │ │ └── sepax.tex │ ├── svk │ │ ├── figures │ │ │ ├── svk1.pdf │ │ │ ├── svk1.pdf_tex │ │ │ ├── svk1.svg │ │ │ ├── svk2.pdf │ │ │ ├── svk2.pdf_tex │ │ │ └── svk2.svg │ │ ├── svk.pdf │ │ └── svk.tex │ ├── ucs │ │ ├── figures │ │ │ ├── ucs.pdf │ │ │ ├── ucs.pdf_tex │ │ │ └── ucs.svg │ │ ├── ucs.pdf │ │ └── ucs.tex │ └── urysohn │ │ ├── figures │ │ ├── urysohn.pdf │ │ ├── urysohn.pdf_tex │ │ └── urysohn.svg │ │ ├── urysohn.pdf │ │ └── urysohn.tex ├── task_2-23_07_2020 │ ├── caratheodory │ │ ├── caratheodory.pdf │ │ ├── caratheodory.tex │ │ └── figures │ │ │ ├── carathodory1th1.pdf │ │ │ ├── carathodory1th1.pdf_tex │ │ │ ├── carathodory1th1.svg │ │ │ ├── carathodoryth2.pdf │ │ │ ├── carathodoryth2.pdf_tex │ │ │ └── carathodoryth2.svg │ ├── circlecovering │ │ ├── circlecovering.pdf │ │ ├── circlecovering.tex │ │ └── figures │ │ │ ├── circlecovering1.pdf │ │ │ ├── circlecovering1.pdf_tex │ │ │ └── circlecovering1.svg │ ├── comphauss │ │ ├── comphauss.pdf │ │ ├── comphauss.tex │ │ └── figures │ │ │ ├── .svg │ │ │ ├── comphauss2.pdf │ │ │ ├── comphauss2.pdf_tex │ │ │ └── comphauss2.svg │ ├── hadamardth │ │ ├── figures │ │ │ ├── hadamardth1.pdf │ │ │ ├── hadamardth1.pdf_tex │ │ │ ├── hadamardth1.svg │ │ │ ├── hadamardth2.pdf │ │ │ ├── hadamardth2.pdf_tex │ │ │ ├── hadamardth2.svg │ │ │ ├── hadamardth3.pdf │ │ │ ├── hadamardth3.pdf_tex │ │ │ └── hadamardth3.svg │ │ ├── hadamardth.pdf │ │ └── hadamardth.tex │ ├── pathhomprod │ │ ├── figures │ │ │ ├── pathhomprod.pdf │ │ │ ├── pathhomprod.pdf_tex │ │ │ └── pathhomprod.svg │ │ ├── pathhomprod.pdf │ │ └── pathhomprod.tex │ ├── pathhomtrans │ │ ├── figures │ │ │ ├── pathhomtrans.pdf │ │ │ ├── pathhomtrans.pdf_tex │ │ │ └── pathhomtrans.svg │ │ ├── pathhomtrans.pdf │ │ └── pathhomtrans.tex │ ├── stoltzangle │ │ ├── figures │ │ │ ├── stoltzangle1.pdf │ │ │ ├── stoltzangle1.pdf_tex │ │ │ └── stoltzangle1.svg │ │ ├── stoltzangle.pdf │ │ └── stoltzangle.tex │ ├── topeq │ │ ├── figures │ │ │ ├── topeq.pdf │ │ │ ├── topeq.pdf_tex │ │ │ └── topeq.svg │ │ ├── topeq.pdf │ │ └── topeq.tex │ ├── topprod │ │ ├── figures │ │ │ ├── topprod.pdf │ │ │ ├── topprod.pdf_tex │ │ │ └── topprod.svg │ │ ├── topprod.pdf │ │ └── topprod.tex │ ├── tubelemma │ │ ├── figures │ │ │ ├── tubelemma2.pdf │ │ │ ├── tubelemma2.pdf_tex │ │ │ └── tubelemma2.svg │ │ ├── tubelemma.pdf │ │ └── tubelemma.tex │ └── wedgeofcircles │ │ ├── figures │ │ ├── wedgeofcircles.pdf │ │ ├── wedgeofcircles.pdf_tex │ │ └── wedgeofcircles.svg │ │ ├── wedgeofcircles.pdf │ │ └── wedgeofcircles.tex ├── task_3-30_07_2020 │ ├── contcomp │ │ ├── contcomp.out │ │ ├── contcomp.pdf │ │ ├── contcomp.tex │ │ └── figures │ │ │ ├── contcomp.pdf │ │ │ ├── contcomp.pdf_tex │ │ │ └── contcomp.svg │ ├── coorchange │ │ ├── coorchange.pdf │ │ ├── coorchange.tex │ │ └── figures │ │ │ ├── coorchange.pdf │ │ │ ├── coorchange.pdf_tex │ │ │ └── coorchange.svg │ ├── ds1 │ │ ├── ds1.pdf │ │ ├── ds1.tex │ │ └── figures │ │ │ ├── ds1.pdf │ │ │ ├── ds1.pdf_tex │ │ │ └── ds1.svg │ ├── ds2 │ │ ├── ds2.pdf │ │ ├── ds2.tex │ │ └── figures │ │ │ ├── ds2.pdf │ │ │ ├── ds2.pdf_tex │ │ │ └── ds2.svg │ ├── ds3 │ │ ├── ds3.pdf │ │ ├── ds3.tex │ │ └── figures │ │ │ ├── ds3.pdf │ │ │ ├── ds3.pdf_tex │ │ │ └── ds3.svg │ ├── ds4 │ │ ├── ds3.pdf │ │ ├── ds4.pdf │ │ ├── ds4.tex │ │ └── figures │ │ │ ├── ds4.pdf │ │ │ ├── ds4.pdf_tex │ │ │ └── ds4.svg │ ├── ds5 │ │ ├── ds5.pdf │ │ ├── ds5.tex │ │ └── figures │ │ │ ├── ds5.pdf │ │ │ ├── ds5.pdf_tex │ │ │ └── ds5.svg │ ├── ds6 │ │ ├── ds6.pdf │ │ ├── ds6.tex │ │ └── figures │ │ │ ├── ds6.pdf │ │ │ ├── ds6.pdf_tex │ │ │ └── ds6.svg │ ├── figures │ │ ├── ds3.pdf │ │ ├── ds3.pdf_tex │ │ └── ds3.svg │ ├── levelset │ │ ├── figures │ │ │ ├── levelset.pdf │ │ │ ├── levelset.pdf_tex │ │ │ └── levelset.svg │ │ ├── levelset.pdf │ │ └── levelset.tex │ ├── manchart │ │ ├── figures │ │ │ ├── manchart.pdf │ │ │ ├── manchart.pdf_tex │ │ │ └── manchart.svg │ │ ├── manchart.pdf │ │ └── manchart.tex │ ├── tangentvf │ │ ├── figures │ │ │ ├── tangentvf.pdf │ │ │ ├── tangentvf.pdf_tex │ │ │ └── tangentvf.svg │ │ ├── tangentvf.pdf │ │ └── tangentvf.tex │ └── transmap │ │ ├── figures │ │ ├── transmap.pdf │ │ ├── transmap.pdf_tex │ │ └── transmap.svg │ │ ├── transmap.pdf │ │ └── transmap.tex ├── task_4 │ ├── approx.pdf │ ├── approx_2.pdf │ ├── beta.pdf │ ├── cos.pdf │ ├── exp.pdf │ ├── gamma.pdf │ ├── log.pdf │ ├── sin.pdf │ ├── sinXinv.pdf │ ├── tan.pdf │ ├── u_sum.pdf │ └── wolfram.nb ├── task_5 │ ├── sp │ │ ├── figures │ │ │ ├── .svg │ │ │ ├── sp1.pdf │ │ │ ├── sp1.pdf_tex │ │ │ ├── sp1.svg │ │ │ ├── sp2.pdf │ │ │ ├── sp2.pdf_tex │ │ │ ├── sp2.svg │ │ │ ├── sp3.pdf │ │ │ ├── sp3.pdf_tex │ │ │ ├── sp3.svg │ │ │ ├── sp4.pdf │ │ │ ├── sp4.pdf_tex │ │ │ └── sp4.svg │ │ ├── sp.out │ │ ├── sp.pdf │ │ └── sp.tex │ └── surf │ │ ├── figures │ │ ├── surfcancel.pdf │ │ ├── surfcancel.pdf_tex │ │ ├── surfcancel.svg │ │ ├── surfcut.pdf │ │ ├── surfcut.pdf_tex │ │ ├── surfcut.svg │ │ ├── surfhom.pdf │ │ ├── surfhom.pdf_tex │ │ ├── surfhom.svg │ │ ├── surfmobius.pdf │ │ ├── surfmobius.pdf_tex │ │ ├── surfmobius.svg │ │ ├── surfpaste.pdf │ │ ├── surfpaste.pdf_tex │ │ ├── surfpaste.svg │ │ ├── surfsphere.pdf │ │ ├── surfsphere.pdf_tex │ │ ├── surfsphere.svg │ │ ├── surfth1.pdf │ │ ├── surfth1.pdf_tex │ │ ├── surfth1.svg │ │ ├── surfth2.pdf │ │ ├── surfth2.pdf_tex │ │ ├── surfth2.svg │ │ ├── surfth3.pdf │ │ ├── surfth3.pdf_tex │ │ ├── surfth3.svg │ │ ├── surfth4.pdf │ │ ├── surfth4.pdf_tex │ │ ├── surfth4.svg │ │ ├── surfth5.pdf │ │ ├── surfth5.pdf_tex │ │ ├── surfth5.svg │ │ ├── surftorus.pdf │ │ ├── surftorus.pdf_tex │ │ └── surftorus.svg │ │ ├── surf.pdf │ │ └── surf.tex ├── task_6 │ ├── ds │ │ ├── ds.out │ │ ├── ds.pdf │ │ ├── ds.tex │ │ └── figures │ │ │ ├── ds10.pdf │ │ │ ├── ds10.pdf_tex │ │ │ ├── ds10.svg │ │ │ ├── ds11.pdf │ │ │ ├── ds11.pdf_tex │ │ │ ├── ds11.svg │ │ │ ├── ds12.pdf │ │ │ ├── ds12.pdf_tex │ │ │ ├── ds12.svg │ │ │ ├── ds13.pdf │ │ │ ├── ds13.pdf_tex │ │ │ ├── ds13.svg │ │ │ ├── ds14.pdf │ │ │ ├── ds14.pdf_tex │ │ │ ├── ds14.svg │ │ │ ├── ds7.pdf │ │ │ ├── ds7.pdf_tex │ │ │ ├── ds7.svg │ │ │ ├── ds8.pdf │ │ │ ├── ds8.pdf_tex │ │ │ ├── ds8.svg │ │ │ ├── ds9.pdf │ │ │ ├── ds9.pdf_tex │ │ │ └── ds9.svg │ ├── graph │ │ ├── figures │ │ │ ├── graph1.pdf │ │ │ ├── graph1.pdf_tex │ │ │ ├── graph1.svg │ │ │ ├── graph2.pdf │ │ │ ├── graph2.pdf_tex │ │ │ └── graph2.svg │ │ ├── graph.out │ │ ├── graph.pdf │ │ └── graph.tex │ └── jordan │ │ ├── figures │ │ ├── jordan1.pdf │ │ ├── jordan1.pdf_tex │ │ ├── jordan1.svg │ │ ├── jordan2.pdf │ │ ├── jordan2.pdf_tex │ │ ├── jordan2.svg │ │ ├── jordan3.pdf │ │ ├── jordan3.pdf_tex │ │ └── jordan3.svg │ │ ├── jordan.out │ │ ├── jordan.pdf │ │ └── jordan.tex └── tasks │ ├── Task 1 (15.07.2020) │ ├── Factor1.png │ ├── Factor2.png │ ├── GLL.png │ ├── Lemma11.png │ ├── Lemma12.png │ ├── SepAx.png │ ├── SvK1.png │ ├── SvK2.png │ ├── UCS.png │ ├── Urysohn.png │ ├── modfunc1.png │ └── modfunc2.png │ ├── Task 2 (23.07.2020) │ ├── CaratheodoryTh1.png │ ├── CaratheodoryTh2.png │ ├── CircleCovering.png │ ├── CompHauss.png │ ├── HadamardTh.png │ ├── PathHomProd.png │ ├── PathHomTrans.png │ ├── StoltzAngle.png │ ├── TopEq.png │ ├── TubeLemma.png │ └── WedgeOfCircles.png │ ├── Task 3 (30.07.2020) │ ├── ContComp.png │ ├── CoorChange.png │ ├── DS-1.jpg │ ├── DS-2.jpg │ ├── DS-3-4.jpg │ ├── DS-5.jpeg │ ├── DS-6.jpg │ ├── LevelSet.png │ ├── ManChart.png │ ├── TangentVF.png │ ├── TransMap.png │ └── progress.md │ ├── Task 5 (14.08.2020) │ ├── SP-1.jpg │ ├── SP-2.jpg │ ├── SP-3.jpg │ ├── SP-4.jpg │ ├── SurfCancel.png │ ├── SurfCut.png │ ├── SurfHom.png │ ├── SurfMobius.png │ ├── SurfPaste.png │ ├── SurfSphere.png │ ├── SurfTh-1.png │ ├── SurfTh-2.png │ ├── SurfTh-3.png │ ├── SurfTh-4.png │ ├── SurfTh-5.png │ ├── SurfTorus.png │ └── progress.md │ └── task_6 │ ├── DS-10-11.jpg │ ├── DS-12.jpg │ ├── DS-13.jpg │ ├── DS-14.jpg │ ├── DS-7.jpg │ ├── DS-8.jpg │ ├── DS-9.jpg │ ├── Graph1.png │ ├── Graph2.png │ ├── Jordan1.png │ ├── Jordan2.png │ ├── Jordan3.png │ └── progress.md ├── information_theory └── semester_4 │ ├── figures │ ├── axy-img.pdf │ ├── axy-img.pdf_tex │ ├── axy-img.svg │ ├── bad-rect.pdf │ ├── bad-rect.pdf_tex │ ├── bad-rect.svg │ ├── cnf-algo.pdf │ ├── cnf-algo.pdf_tex │ ├── cnf-algo.svg │ ├── corner-img.pdf │ ├── corner-img.pdf_tex │ ├── corner-img.svg │ ├── delta-words.pdf │ ├── delta-words.pdf_tex │ ├── delta-words.svg │ ├── diag-img.pdf │ ├── diag-img.pdf_tex │ ├── diag-img.svg │ ├── fig-scheme.svg │ ├── golub-img.pdf │ ├── golub-img.pdf_tex │ ├── golub-img.svg │ ├── graph-image.pdf │ ├── graph-image.pdf_tex │ ├── graph-image.svg │ ├── graph-img.pdf │ ├── graph-img.pdf_tex │ ├── graph-img.svg │ ├── kolmo-thm.pdf │ ├── kolmo-thm.pdf_tex │ ├── kolmo-thm.svg │ ├── lg-graphic.pdf │ ├── lg-graphic.pdf_tex │ ├── lg-graphic.svg │ ├── scheme-hard.pdf │ ├── scheme-hard.pdf_tex │ ├── scheme-hard.svg │ ├── table-proof.pdf │ ├── table-proof.pdf_tex │ ├── table-proof.svg │ └── you_are_triangle.jpg │ ├── lec_1.tex │ ├── lec_2.tex │ ├── lec_3.tex │ ├── lec_4.tex │ ├── lec_5.tex │ ├── lec_6.tex │ ├── lec_7.tex │ ├── master.idx │ ├── master.ind │ ├── master.pdf │ ├── master.tex │ ├── preamble.tex │ └── stix2font │ ├── STIX2Math.otf │ ├── STIX2Text-Bold.otf │ ├── STIX2Text-BoldItalic.otf │ ├── STIX2Text-Italic.otf │ └── STIX2Text-Regular.otf ├── matan ├── semester_1 │ ├── analiz-I.doc │ ├── colloquium │ │ ├── colloquium.docx │ │ ├── colloquium.pdf │ │ ├── matan.pdf │ │ └── matan.tex │ ├── figures │ │ ├── decimal-decomposition.pdf │ │ ├── decimal-decomposition.pdf_tex │ │ ├── decimal-decomposition.svg │ │ ├── del-raz.pdf │ │ ├── del-raz.pdf_tex │ │ ├── del-raz.svg │ │ ├── del-raz.svg.2020_01_05_16_11_39.0.svg │ │ ├── func-darby.pdf │ │ ├── func-darby.pdf_tex │ │ ├── func-darby.svg │ │ ├── graphic-function.svg │ │ ├── roll.pdf │ │ ├── roll.pdf_tex │ │ ├── roll.svg │ │ ├── vandervarden.pdf │ │ ├── vandervarden.pdf_tex │ │ └── vandervarden.svg │ ├── matan.pdf │ └── matan.tex ├── semester_2 │ ├── figures │ │ ├── .svg │ │ ├── balls.pdf │ │ ├── balls.pdf_tex │ │ ├── balls.svg │ │ ├── brachistochrone-problem.pdf │ │ ├── brachistochrone-problem.pdf_tex │ │ ├── brachistochrone-problem.svg │ │ ├── chain-line.pdf │ │ ├── chain-line.pdf_tex │ │ ├── chain-line.svg │ │ ├── cilinder.pdf │ │ ├── cilinder.pdf_tex │ │ ├── cilinder.svg │ │ ├── cycloid.pdf │ │ ├── cycloid.pdf_tex │ │ ├── cycloid.svg │ │ ├── didiona.pdf │ │ ├── didiona.pdf_tex │ │ ├── didiona.svg │ │ ├── epfunc.pdf │ │ ├── epfunc.pdf_tex │ │ ├── epfunc.svg │ │ ├── ex-kr.svg │ │ ├── eyler-pyasson.pdf │ │ ├── eyler-pyasson.pdf_tex │ │ ├── eyler-pyasson.svg │ │ ├── huygens-task.pdf │ │ ├── huygens-task.pdf_tex │ │ ├── huygens-task.svg │ │ ├── img_int.svg │ │ ├── implicit-display.pdf │ │ ├── implicit-display.pdf_tex │ │ ├── implicit-display.svg │ │ ├── param.pdf │ │ ├── param.pdf_tex │ │ ├── param.svg │ │ ├── proff-g-is-zero.pdf │ │ ├── proff-g-is-zero.pdf_tex │ │ ├── proff-g-is-zero.svg │ │ ├── puasson.pdf │ │ ├── puasson.pdf_tex │ │ ├── puasson.svg │ │ ├── replace-diff.pdf │ │ ├── replace-diff.pdf_tex │ │ ├── replace-diff.svg │ │ ├── sector.pdf │ │ ├── sector.pdf_tex │ │ ├── sector.svg │ │ ├── symmetric-diff.pdf │ │ ├── symmetric-diff.pdf_tex │ │ └── symmetric-diff.svg │ ├── important_defs.pdf │ ├── important_defs.tex │ ├── lec_1.tex │ ├── lec_10.tex │ ├── lec_11.tex │ ├── lec_2.tex │ ├── lec_3.tex │ ├── lec_4.tex │ ├── lec_5.tex │ ├── lec_6.tex │ ├── lec_7.tex │ ├── lec_8.tex │ ├── lec_9.tex │ ├── master.pdf │ ├── master.tex │ ├── preamble.tex │ └── preamble2.tex └── semester_3 │ ├── figures │ ├── safe-measure.pdf │ ├── safe-measure.pdf_tex │ └── safe-measure.svg │ ├── lec_1.tex │ ├── lec_2.tex │ ├── lec_3.tex │ ├── lec_4.tex │ ├── lec_5.tex │ ├── master.pdf │ ├── master.tex │ └── preamble.tex ├── math_stat ├── debilnik.pdf ├── debilnik.tex ├── figures │ └── table.png ├── preamble.tex └── Список_вопросов.pdf ├── merge_ti ├── cp_lectures.sh ├── master.pdf ├── master.tex └── preamble.tex ├── notes.md ├── ppl └── refactoring.md ├── soft_test ├── answers.md └── questions.md ├── software_engineering └── questions.md ├── theory_of_sets ├── defs.odt ├── defs.pdf ├── theorems.odt └── theorems.pdf └── topology └── semester_1 ├── figures ├── base.pdf ├── base.pdf_tex ├── base.svg ├── cap.pdf ├── cap.pdf_tex ├── cap.pdf_tex.png ├── cap.svg ├── compose.pdf ├── compose.pdf_tex ├── compose.svg ├── imagesn.pdf ├── imagesn.pdf_tex ├── imagesn.svg ├── img.pdf ├── img.pdf_tex ├── img.svg ├── img2.pdf ├── img2.pdf_tex ├── img2.svg ├── lemma-lebega.pdf ├── lemma-lebega.pdf_tex ├── lemma-lebega.svg ├── nepr-nepr.pdf ├── nepr-nepr.pdf_tex ├── nepr-nepr.svg ├── shar.pdf ├── shar.pdf_tex 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