In LUP decomposition of matrix permutation is required J to make the computation more easier to interchange the upper and lower triangular-matrix to none of the given options to avoid division by zero during compotation of LU matrices

Computer Networking: A Top-Down Approach (7th Edition)
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Chapter1: Computer Networks And The Internet
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In LUP decomposition of matrix permutation is required
) to make the computation more easier
to interchange the upper and lower triangular-matrix
a none of the given options
to avoid division by zero during compotation of LU matrices
Nij) entry of sequence of matrix at kth iteration of Floyd-Warshall
algorithm is used to represent
successor of vertex j on a shortest path from vertex i with all intermediate vertices
in the set (1, 2,., k).
predecessor of vertex k on a shortest path from vertex i with all intermediate
vertices in the set (1, 2.. j).
predecessor of vertex j on a shortest path from vertex i with all intermediate
vertices in the set (1, 2,, k).
Y none of the given options
MCQ QUESTION SOLV
E ALL WITH EXPLANA
What is the running time of MATRIX-CHAIN-ORDER algorithm? (*
indicates the exponential operator)
0(n*3)
*O(n*4)
O(n*2)
O(3'n)
In Floyd-Warshall algorithm, if there is no path between two vertices its
s treated as. .in the weight matrix?
value
weight of the all the paths incident on the vertices
0(zero)
-(infinity)
none of the given options
Transcribed Image Text:Answer All the questions In LUP decomposition of matrix permutation is required ) to make the computation more easier to interchange the upper and lower triangular-matrix a none of the given options to avoid division by zero during compotation of LU matrices Nij) entry of sequence of matrix at kth iteration of Floyd-Warshall algorithm is used to represent successor of vertex j on a shortest path from vertex i with all intermediate vertices in the set (1, 2,., k). predecessor of vertex k on a shortest path from vertex i with all intermediate vertices in the set (1, 2.. j). predecessor of vertex j on a shortest path from vertex i with all intermediate vertices in the set (1, 2,, k). Y none of the given options MCQ QUESTION SOLV E ALL WITH EXPLANA What is the running time of MATRIX-CHAIN-ORDER algorithm? (* indicates the exponential operator) 0(n*3) *O(n*4) O(n*2) O(3'n) In Floyd-Warshall algorithm, if there is no path between two vertices its s treated as. .in the weight matrix? value weight of the all the paths incident on the vertices 0(zero) -(infinity) none of the given options
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