39 citations · 118 across the 19 of their papers we have counts for
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math.AC2002
Taylor and Lyubeznik Resolutions via Grobner Bases
Werner M. Seiler
Taylor presented an explicit resolution for arbitrary monomial ideals. Later, Lyubeznik found that already a subcomplex defines a resolution. We show that the Taylor resolution may…
math.AC2002★ 6 cited
A Combinatorial Approach to Involution and delta-Regularity II: Structure Analysis of Polynomial Modules with Pommaret Base
Werner M. Seiler
Substantial changes in many parts of the paper. In particular, significantly expanded treatment of monomial ideals and of Castelnuovo-Mumford regularity. Also relation between delt…
math.AC2002★ 9 cited
A Combinatorial Approach to Involution and delta-Regularity I: Involutive Bases in Polynomial Algebras of Solvable Type
Werner M. Seiler
General revision. In particular the parts concerning involutive bases over rings have been significantly changed. In addition some proofs have been improved.