SCC A Prove that Ge is DAG.

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
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EX.4
SCC
(A
Prove that G is DAG.
(B.
Proposition: If in a directed graph the re is
a rib e=(v, u) Sothatu is a vertex in the strong
bonding component c and v is a vertex in the strong
bonding component C, takes placei-
cif
max_E c cit < max Ec if
DFS run.
when the f values are the out put of
Assume that the claim is correct and prove i
the vertex with the maximum f-value according to
DFS run belongs to a strong binding element which.
any
any
is a source vertex in the graph of the strong binding
element.
Transcribed Image Text:EX.4 SCC (A Prove that G is DAG. (B. Proposition: If in a directed graph the re is a rib e=(v, u) Sothatu is a vertex in the strong bonding component c and v is a vertex in the strong bonding component C, takes placei- cif max_E c cit < max Ec if DFS run. when the f values are the out put of Assume that the claim is correct and prove i the vertex with the maximum f-value according to DFS run belongs to a strong binding element which. any any is a source vertex in the graph of the strong binding element.
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