Theory of linear and integer programming
Theory of linear and integer programming
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Let I be a monomial ideal of a polynomial ring R=K[X"1,...,X"r] and d(I) the maximal degree of minimal generators of I. In this paper, we explicitly determine a number n"0 in terms of r and d(I) such that Ass(R/I^n@?)=Ass(R/I^n^"^0@?) for all n=n"0. Furthermore, our n"0 is almost sharp.