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Construct the weight matrix W for the directed graph below (clarification: the edge from c to b has weight 7, while the edge from d
Construct the weight matrix W for the directed graph below (clarification: the edge from c to b has weight 7, while the edge from d to a has weight 6).
Whenever applicable, use i for infinity.
W | a | b | c | d |
a | Answer | Answer | Answer | Answer |
b | Answer | Answer | Answer | Answer |
c | Answer | Answer | Answer | Answer |
d | Answer | Answer | Answer | Answer |
Below, apply Floyd's algorithm for computing the all-pairs shortest distance matrix. Whenever applicable, use i for infinity.
Show the contents of the D1 matrix:
W | a | b | c | d |
a | Answer | Answer | Answer | Answer |
b | Answer | Answer | Answer | Answer |
c | Answer | Answer | Answer | Answer |
d | Answer | Answer | Answer | Answer |
Show the contents of the D2 matrix:
W | a | b | c | d |
a | Answer | Answer | Answer | Answer |
b | Answer | Answer | Answer | Answer |
c | Answer | Answer | Answer | Answer |
d | Answer | Answer | Answer | Answer |
Show the contents of the D3 matrix:
W | a | b | c | d |
a | Answer | Answer | Answer | Answer |
b | Answer | Answer | Answer | Answer |
c | Answer | Answer | Answer | Answer |
d | Answer | Answer | Answer | Answer |
Show the contents of the D4 matrix:
W | a | b | c | d |
a | Answer | Answer | Answer | Answer |
b | Answer | Answer | Answer | Answer |
c | Answer | Answer | Answer | Answer |
d | Answer | Answer | Answer | Answer |
3] 6x7
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