On Castelnuovo’s regularity and Hilbert functions

Uwe Nagel
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Uwe Nagel: Martin-Luther-University, Dep. of Mathematics

A chapter in Algebraic Geometry, 1990, pp 265-275 from Springer

Abstract: Abstract New bounds for Castelnuovo’s regularity are established. As a consequence, we show that a property of Hilbert functions stated by J. Harris and D. Eisenbud in [7], p. 82 is only true for curves and false for higher-dimensional subschemes. The letter of W. Vogel [25] gives rise to study this property again.

Date: 1990
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DOI: 10.1007/978-94-009-0685-3_13

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