Multiply all elements of an input matrix (A) modulo N, given all elements are less than R (2^number of bits). Where gcd(R,N)=1 and N<R. Output the final result, P (in normal form) and all intermediate products (p) in Montgomery form (first product is just first element of matrix (A)*R modulo N).
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David, can you explain what do you mean by intermediate products?
I had to create the needed elements of p, they did not exist es intermediate results. Well, they exist, but not in the right form.