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# Krs and Powers of Determinantal Idealswinfried Bruns And

@inproceedings{CONCAAbstract1998KrsAP, title={Krs and Powers of Determinantal Idealswinfried Bruns And}, author={ALDO CONCAAbstract}, year={1998} }

- Published 1998

The goal of this paper is to determine Gröbner bases of powers of determinantal ideals and to show that the Rees algebras of (products of) determinantal ideals are normal and CohenMacaulay if the characteristic of the base field is non-exceptional. Our main combinatorial result is a generalization of Schensted’s Theorem on the Knuth–Robinson–Schensted correspondence. Mathematics Subject Classifications (1991). 05E10, 13F50, 14M12, 13A30.

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