Question
Asked Nov 22, 2019
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Discrete math graph theory

Prove that the graphs S and
below are isomorphic by finding a bijection ffrom
4.
the vertices of S to the vertices of T that preserves edges. You should write f, clearly
showing the bijection between the vertices ofS and the vertices of T
B
G
н
E
с
т
S
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Prove that the graphs S and below are isomorphic by finding a bijection ffrom 4. the vertices of S to the vertices of T that preserves edges. You should write f, clearly showing the bijection between the vertices ofS and the vertices of T B G н E с т S

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Expert Answer

Step 1

Two graphs S and T are isomorphic if there exists a bijection f between the vertex sets of S and T such that an...

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Define a mapping f from V (S)(vertex set of S) to V(T) (vertex set ofT) as f:V(s)V(T) f(A) E f(B) H f(C) I f (D) G f(F) T Then, this mapping f is a bijection. Hence, the graphs S and T are isomorphic

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