Isomorphism in Graph Theory in Hindi

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Graph Isomorphism is a phenomenon of existing the same graph in more than one forms. Such graphs are called as Isomorphic graphs.
For any two graphs to be isomorphic, following 4 conditions must be satisfied-
Number of vertices in both the graphs must be same.
Number of edges in both the graphs must be same.
Degree sequence of both the graphs must be same.
If a cycle of length k is formed by the vertices { v1 , v2 , ….. , vk } in one graph, then a cycle of same length k must be formed by the vertices { f(v1) , f(v2) , ….. , f(vk) } in the other graph as well.
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Can you please solve isomorphism for the graph of 10 vertex and 15 edges having same degree of sequence 3, 3,3....(10 times).

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Sir maine ek question me dekha ki do graph diye huye he. G1 me 3 vertices and G2 me 4 vertices. Toh ye question ka ans to pahle hi ho jayega non-isomorphic. But iss question ka number 3 he. Sirf yehi likhne se kya mujhe 3 no. mil jayenge??

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0:13 sir apake right hand per kya likha hai??

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At 1:43 for the second graph why don't we consider the intersection of diagonals as a separate vertex

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There is no vertex at intersection that's why

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