Graph theory and combinatorics

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[{"url":"Pw2iB_z5CKM","title":"LECTURE 1||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/What is a graph?"},{"url":"KnpRDmXK0ag","title":"LECTURE 58||Dijkstra's Algorithm (Shortest path between a pair of vertices)\/Module 6"},{"url":"5HL8cbKdq48","title":"LECTURE 56||Algorithm for Spanning tree\/Module 6"},{"url":"473tPch_RBI","title":"LECTURE 55||Algorithm for connectedness and components \/Module 6"},{"url":"uGXK8kj6nZM","title":"LECTURE 44||INCIDENCE MATRIX\/Module 5\/GRAPH THEORY AND COMBINATORICS"},{"url":"kVzxE66KWXk","title":"LECTURE 15||Euler graph |Module 2|CS 309 GRAPH THEORY AND COMBINATORICS"},{"url":"n77zSQiTUsk","title":"LECTURE 45||ADJACENCY MATRIX\/Module 5\/GRAPH THEORY AND COMBINATORICS"},{"url":"WXu9kjutG6M","title":"LECTURE 48||Cutset Matrix\/Module 5\/GraphTheory and Combinatorics"},{"url":"v3Eng7J4LZg","title":"LECTURE 49||Fundamental Circuit Matrix \/Module 5\/Graph Theory and Combinatorics"},{"url":"AMZj0_05bE4","title":"LECTURE 46||PATH MATRIX\/Module 5\/GRAPH THEORY AND COMBINATORICS"},{"url":"jb-_vjPOWmI","title":"LECTURE 6||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/ISOMORPHISM"},{"url":"A3z4mobdNaI","title":"LECTURE 54||Introduction to algorithm -Input representation of graph for an algorithm\/Module 6"},{"url":"At88X_cg62I","title":"LECTURE 3||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/Applications of graph-1"},{"url":"I0kgMmiVzvk","title":"LECTURE 47||CIRCUIT MATRIX \/Module 5\/GRAPH THEORY AND COMBINATORICS"},{"url":"782fF38GZLs","title":"LECTURE 2||CS309 \/Module1\/Incidence\/Degree\/Isolatedvertex\/pendentvertex\/Nullgraph"},{"url":"Sx9pcRMV1K0","title":"LECTURE 24||PROPERTIES OF TREES-Part 1\/Module 3\/Graph Theory and Combinatorics"},{"url":"P-D87X5TU8g","title":"CS 309 Graph Theory and Combinatorics (Important questions to study)"},{"url":"ChGTcuBDwgE","title":"LECTURE 5||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/Sum of degreesof all the vertices =2e"},{"url":"mkwa229cFLU","title":"LECTURE 57||Kruskals Algorithm\/Minimum Spanning tree algorithm\/Module 6"},{"url":"GLLiR9dZ-Uc","title":"LECTURE 50||Rank of Incidence matrix A=n-1"},{"url":"c3ewHyy_NPE","title":"LECTURE 19||Hamiltonian Graph |Module 2|CS 309 GRAPH THEORY AND COMBINATORICS"},{"url":"sg6ROrzAwIA","title":"LECTURE 14||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/WALK,PATH AND CIRCUIT"},{"url":"HdMCPnCCTiw","title":"LECTURE 4||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/Applications of graph-2"},{"url":"DsfadN0KmtM","title":"LECTURE 16||A graph is Euler if and only if all vertices are of even degree"},{"url":"bsn_iVHAKVE","title":"LECTURE 21||Travelling Salesman Problem(TSP)\/Module 2\/Graph theory and combinatorics"},{"url":"p1D5lJr0Yfg","title":"LECTURE 11||Module 1\/THEORM 5"},{"url":"LebeTh-5Goo","title":"LECTURE 18||Complete graph |Module 2|CS 309 GRAPH THEORY AND COMBINATORICS"},{"url":"rNbMMAKGGzk","title":"LECTURE 51||Circuit Matrix and Incidence Matrix are orthogonal to each other."},{"url":"8ry6S24enaM","title":"LECTURE 7||CS 309 GRAPH THEORY AND COMBINATORICS\/Module 1\/?Subgraph"},{"url":"2Po9Pk-mXUQ","title":"LECTURE 22||Directed graphs or Digraphs\/Module 2\/Graph theory and Combinatorics"},{"url":"sBiQ3PVsQCo","title":"LECTURE 10||Module 1\/THEORM 4"},{"url":"ZWSTJ4FnHDM","title":"LECTURE 35||Cut Set \/Module 4\/Graph Theory and Combinatorics"},{"url":"YqjmCoem1oI","title":"LECTURE 9||CS309 GRAPH THEORY\/Module1\/No of vertices of odd degree in a graph  is always even"},{"url":"R471eUDM7sQ","title":"LECTURE 33||Cayley's Theorm \/Module 3\/Graph Theory and Combinatorics"},{"url":"f7S6Mb_7Qds","title":"LECTURE 25||PROPERTIES OF TREES -Part 2\/Module 3\/Graph theory and Combinatorics"},{"url":"2n419MuI50U","title":"CS 309|Previous University Questions -Part 1"},{"url":"rtRR_1c3bt4","title":"LECTURE 12||Module 1\/THEORM 6"},{"url":"-64HDm8rNFg","title":"LECTURE 34||Vertex connectivity and Edge connectivity \/Module 4\/Graph theory and Combinatorics"},{"url":"sEDSWwL44do","title":"LECTURE 8||Module 1\/Connected Graph"},{"url":"IwBE-QQCbMg","title":"LECTURE 52||Rank of Circuit Matrix, B=e-n+1"},{"url":"HqNPiujGKKM","title":"LECTURE 30||Spanning tree \/Module 3\/Graph Theory and Combinatorics"},{"url":"MQtGL8mNLws","title":"LECTURE 40||Geometric dual\/Module 4\/Graph theory and Combinatorics"},{"url":"pJwK_KOwEzU","title":"LECTURE 17||An euler graph can be decomposed into circuit's"},{"url":"rUqa9LlXSLE","title":"LECTURE 26||Distance  and Center of a tree\/Module 2\/Graph Theory and Combinatorics"},{"url":"-7NuKNksyVU","title":"LECTURE 23||Digraphs and Binary relations\/Module 2\/Graph theory and Combinatorics"},{"url":"AnXNYyumvXU","title":"LECTURE 59||Shortest path between all pairs of vertices \/Floyd -Warshalls algorithm \/Module 6"},{"url":"4wcMw9dTUqY","title":"LECTURE 13||Module 1\/THEORM 7"},{"url":"TAG_YKfbkEQ","title":"LECTURE 20|In a connected graph with exactly 2k odd vertices, there exists k edge disjoint subgraphs"},{"url":"l5mszedV3D0","title":"LECTURE 37||Fundamental Cut Set\/Module 4\/Graph Theory and Combinatorics"},{"url":"fvvLJQfztL4","title":"LECTURE 29||Rooted and Binary tree \/Module 3\/Graph Theory and Combinatorics"},{"url":"0isG0HJu3Nw","title":"LECTURE 28||Every tree has either one or two centers \/Module 3\/Graph Theory and Combinatorics"},{"url":"23zmvsdWrgY","title":"LECTURE 31||COUNTING TREE\/Module 3\/Graph Theory and Combinatorics"},{"url":"_hKDl3AjIeI","title":"LECTURE 27||METRIC\/Module 3\/Graph Theory and Combinatorics"},{"url":"5edk1vfXJ4A","title":"LECTURE 53||Rank of a Cut Set  matrix C=n-1"},{"url":"3HkOc7yHbNo","title":"Previous University Questions-Part 2"},{"url":"D4h8b-h7aF4","title":"LECTURE 38||Introduction to Planar Graph\/Module 4"},{"url":"1UFAhJnCAlA","title":"LECTURE 36||Fundamental Circuit \/Module 4\/Graph Theory and Combinatorics"},{"url":"Mohc96Vi18w","title":"LECTURE 39||Eulers Theorm \/Module 4"},{"url":"nxUmuzN33W0","title":"LECTURE 32||Labeled Trees\/Module 3\/Graph Theory and Combinatorics"},{"url":"T6tK-FAaNSU","title":"LECTURE 41||Combinatorial dual\/Module 4\/Graph Theory and Combinatorics"},{"url":"jbDZiDS9L88","title":"Previous University Questions-Part 5"},{"url":"ZalgtzzOjjY","title":"Previous University Questions-Part 3"},{"url":"KBY-DfrZPac","title":"Previous University Questions-Part 4"},{"url":"LbnDn0x3CVM","title":"Previous University Questions-Part 6(Arbitrarily Traceable Graphs)"},{"url":"SAvEEMsspUg","title":"LECTURE 42||Dual of a subgraph \/Module 4\/Grpah theory and Combinatorics"},{"url":"Km6GHQgGVIc","title":"LECTURE 43||Homomorphic Graphs\/Module 4\/Graph Theory and Combinatorics"},{"url":"ihCewZRoSOk","title":"University Question|SpanningTree|branch|chord|rank & nullity |Fundamental circuit|Fundamental cutset"},{"url":"xsBWpqsMUQo","title":"Previous University Question|Minimum Spanning tree using KRUSKAL'S ALGORITHM"},{"url":"TlAoxfgbEEs","title":"Previous University Question|Isomorphism |Euler graph"},{"url":"5LdGEjMm74U","title":"Previous University Question|Cut sets"},{"url":"BfEmFP--WhA","title":"Previous University Question|Construction of Graph from Adjacency matrix"},{"url":"efPFVFS1s8Q","title":"Previous University Question |Eccentricity |Center, Radius and Diameter of a graph"},{"url":"E6nOtwix3v8","title":"Previous University Question|Construction of Geometric dual"}]

Graph theory and combinatorics

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