Errata and Addenda

doi:10.1081/agb-200043317

Communications in Algebra

2004

DOI: 10.1081/agb-200043317

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Errata and Addenda

Abstract: The paper mentioned constructs a basis for the syzygies for the Buchsbaum-Rota resolutionq þ t 2 , r)=(t 1 þ t 2 , t 2 , 0)), associated to the skew-shape # Communicated by W. Bruns.

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2006

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Homotopies for the Generalized Bar Complex Associated to Certain 3-Rowed Weyl Modules

Sano¹

2006

Communications in Algebra

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In Buchsbaum and Rota (1994), the authors presented a generalized bar complex associated to certain 3-rowed Weyl modules and proved that this complex is in fact a resolution via an induction on the number of overlaps between the second and third rows and a fundamental exact sequence (Akin and Buchsbaum, 1985). In this article we study the structure of this resolution by constructing a splitting contracting homotopy for the complexes corresponding to certain shapes.

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Homotopies for the Generalized Bar Complex Associated to Certain 3-Rowed Weyl Modules

Sano¹

2006

Communications in Algebra

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Errata and Addenda

Abstract: The paper mentioned constructs a basis for the syzygies for the Buchsbaum-Rota resolutionq þ t 2 , r)=(t 1 þ t 2 , t 2 , 0)), associated to the skew-shape # Communicated by W. Bruns.

Cited by 1 publication

References 4 publications

Homotopies for the Generalized Bar Complex Associated to Certain 3-Rowed Weyl Modules

Homotopies for the Generalized Bar Complex Associated to Certain 3-Rowed Weyl Modules

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