Degree of a vertex in Graph | Graph Theory #6

Degree of a vertex in graph is the number of edges incident on that vertex ( degree 2 added for loop edge). There is indegree and outdegree of a vertex in directed graphs.

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[@mat060]

Excellent video! thanks! One question though, given the definition of degree as the number of incident edges on a vertex.. does that mean that on a directed graph the degree is also the number of incident edges on a vertex? or the degree (not in nor out) is not defined on a directed graph?

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"The degree of a vertex is defined here" points to it on the whiteboard, and ad pops up to cover it up

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Minimum edges required to make a Directed Graph Strongly Connected
Please make algorithms on this problem sir

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Is finding degrees in mixed vertices is also same as this?

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neighborhood of directed and undirected graphs pls explain that

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What is the meaning of Kn, Cn and Wn in graph theory?

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Graph Spectra and Connectivity
Network Resilience
Hypergraphs
Planar Graphs:
Graph Embeddings
Graph Drawing Algorithms
Genus of a Graph
Matchings:
Weighted Matchings
Online Matching Algorithms
Perfect Matching in Hypergraphs
Network Flows:
Multi-Commodity Flow
Flow in Dynamic Networks
Game-Theoretic Approaches

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Connected graph if and only if at most odd degree

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Undirect or it is in direct??

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Undirected graph don't have in degree and outdegree plzz tell me sir 😭😭

[@halcyon4482]

Is degree of a vertex the same as an order of a vertex? Do vertices even have an order or only a degree?

[@deepakkumar8287]

No, degree of vertex is not as same as order of vertex.
Degree of vertex shows how many edges are connected to a particular vertex whereas order of vertex shows total number of vertex in the graph.

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