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NPTEL Videos
Computer Science & IT
Graph Theory
Graph Theory
5- coloring planar graphs, Kuratowsky-s theorem-mod03lec17
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Adjacency polynomial of a graph and combinatorial Nullstellensatz-mod03lec20
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Boxicity,Sphericity, Hamiltonian circuits-mod04lec28
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Chromatic polynomial, k - critical graphs-mod03lec21
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Chvatal-s theorem, toughness, Hamiltonicity and 4-color conjecture-mod04lec30
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Circulations and tensions-mod05lec33
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Connectivity- 2-connected and 3- connected graphs-mod02lec09
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Dominating set, path cover-mod01lec07
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Edge coloring- Vizing-s theorem-mod03lec15
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Gallai - Millgram theorem, Dilworth-s theorem-mod01lec08
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Gallai-Roy theorem, Acyclic coloring, Hadwiger-s conjecture-mod03lec22
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Graph minors and Hadwiger-s conjecture-mod07lec39
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Interval graphs, chordal graphs-mod04lec24
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Introduction- Vertex cover and independent set-mod01lec01
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List chromatic index-mod03lec19
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Matchings- Konig-s theorem and Hall-s theorem-mod01lec02
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Menger-s theorem-mod02lec10
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Minors, topological minors and more on k- linkedness-mod02lec12
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More on Hall-s theorem and some applications-mod01lec03 (1)
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More on Hamiltonicity- Chvatal-s theorem-mod04lec29
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More on Matchings-mod01lec06
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More on Tutte-s theorem-mod01lec05
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More on circulations and tensions, flow number and Tutte-s flow conjectures-mod05lec34
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More on connectivity- k- linkedness-mod02lec11
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More on graph minors, tree decompositions-mod07lec40
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More on network flows- Circulations-mod05lec32
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More on vertex coloring-mod03lec14
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More special classes of graphs-mod04lec27
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Network flows- Max flow mincut theorem-mod05lec31
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Perfect graphs- Examples-mod04lec23
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Probabilistic method- Graphs of high girth and high chromatic number-mod06lec37
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Probabilistic method- Markov-s inequality, Ramsey number-mod06lec36
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Probabilistic method- Second moment method, Lovasz local lemma
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Proof of Kuratowsky-s theorem, List coloring
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Proof of Vizing-s theorem, Introduction to planarity
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Proof of weak perfect graph theorem (WPGT)
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Random graphs and probabilistic method- Preliminaries
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Second proof of WPGT, Some non-perfect graph classes
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Tutte-s theorem on existence of a perfect matching
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Vertex coloring- Brooks theorem
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