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1991•Transactions of the American Mathematical SocietyRequires access

Quasi-projective and relative cohomological dimension of groups

Juan Alonso

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Abstract

We give a geometric interpretation of the quasi-projective dimension of groups, a notion introduced by Howie and Schneebeli [H-S1] as a generalization of the Identity Property.

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We give a geometric interpretation of the quasi-projective dimension of groups, a notion introduced by Howie and Schneebeli [H-S1] as a generalization of the Identity Property.

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Available abstract

We give a geometric interpretation of the quasi-projective dimension of groups, a notion introduced by Howie and Schneebeli [H-S1] as a generalization of the Identity Property.

Key concepts: Mathematics, Cohomological dimension, Projective test, Pure mathematics, Dimension (graph theory), Algebra over a field, Cohomology

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