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Directory Results for This paper contains an elementary proof of the fact that if A and B are n-square matrices over a principal ideal domain R with relatively prime determinants, then S(AB)=S(A)S(B) where S(A) is the Smith normal of A. to This paper contains five questions

This paper contains an elementary proof of the fact that if A and B are n-square matrices over a principal ideal domain R with relatively prime determinants, then S(AB)=S(A)S(B) where S(A) is the Smith normal of A.
This paper contains five (5) sections and you should answer all of them
This paper contains five questions