given matrix A(m*r)m rows and r column, where each of its elements is denoted ai with 1<i<m and 1<j<r and matrixb(r*n) r rows and n column,where each of its elements is denoted bij with 1<-i<n, the matrix C resultingfrom the operation of multiplication of matrices A and B, C =A+B, is such that each elements is denoted ij with 1< I <n.
-for simplicity,we will wor with square matrices of size n*n
-the matrices to multiply will be A and [url removed, login to view] will be dense matrices with few 0's the result will be stored in the matrix C.
-time is culculate
- 2 code 1:sequentially matrix multiplication and the result
2: Open mp parallel and result
include design of the parallel [url removed, login to view] you plan to do the parallel programming to make sure it good and perform well
The algorithms is to be implemented using OpenMP shared memory architecture. Run your parallel programs for matrix sizes n=10,20,50,200,500 and 1000 using 1,2,4,8,16 threds
Compare the performance of the sequential and parallel programs
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