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How to perform parallel multiplication of two two-dimensional matrices?
Matrices contain random integers
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Split each matrix in half vertically and horizontally, multiply and add these parts as needed, and combine back.
If matrix A consists of 4 blocks A11, A12, A21, A22, and matrix B consists of similar blocks B11, B12, B21, B22, then in matrix C = A*B C11 = A11*B11+A12*B21, C12 =A11*B12+A12*B22 and so on.
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