Level algebras through Buchsbaum* manifolds

Details Level algebras through Buchsbaum* manifolds Level algebras through Buchsbaum* manifolds

2010-06-22

arxiv.org/abs/1006.4393v1

Mathematics

Commutative Algebra

to appear in Collectanea Mathematica

Scientific paper

Stanley-Reisner rings of Buchsbaum* complexes are studied by means of their quotients modulo a linear system of parameters. The socle of these quotients is computed. Extending a recent result by Novik and Swartz for orientable homology manifolds without boundary, it is shown that modulo a part of their socle these quotients are level algebras. This provides new restrictions on the face vectors of Buchsbaum* complexes.

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