Some algebras with the weak Lefschetz property

Published 6 Jun 2016 in math.AC and math.CO | (1606.01812v1)

Abstract: Using a connection to lozenge tilings of triangular regions, we establish an easily checkable criterion that guarantees the weak Lefschetz property of a quotient by a monomial ideal. It is also shown that each such ideal also has a semistable syzygy bundle.

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