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The Arithmetical Rank of k-Complete Ideals
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نویسنده
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garcıa luis alfredo dupont ,ramırez daniel gualtiero mendoza ,olivarez miriam rodrıguez
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منبع
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journal of mathematical extension - 2018 - دوره : 12 - شماره : 4 - صفحه:101 -113
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چکیده
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We introduce the notions of algebraic and arithmetic derivation. as an application, we use the combinatorial decomposition of an ideal to provide a constructive method to find the algebraic invariants, as the arithmetical rank, for a family of squarefree monomial ideals, the $k$--complete ideals $i_k^n,$ also known as squarefree veronese ideals of degree $k$
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کلیدواژه
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arithmetical rank ,Lyubeznik resolution ,monomial ideal ,projective dimension
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آدرس
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universidad veracruzana, faculty of mathematics, department of mathematics, Mexico, universidad veracruzana, faculty of mathematics, department of mathematics, Mexico, universidad veracruzana, faculty of mathematics, department of mathematics, Mexico
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پست الکترونیکی
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zs15019253@estudiantes.uv.mx
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Authors
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