Commutative algebra : geometric, homological, combinatorial, and computational aspects /

Bibliographic Details
Corporate Author: Taylor & Francis
Other Authors: Corso, Alberto
Format: eBook
Language:English
Published: Boca Raton : Taylor and Francis, 2005.
Series:Lecture notes in pure and applied mathematics ; Volume 244
Subjects:
Online Access:Connect to the full text of this electronic book
Table of Contents:
  • chapter 1 A theorem of Eakin and Sathaye and Green's hyperplane restriction theorem / GIULIO CAVIGLIA
  • chapter 2 Liaison of varieties of small dimension and deficiency modules / MARC CHARDIN
  • chapter 3 Regularity jumps for powers of ideals / ALDO CONCA
  • chapter 4 Integral closure of ideals and annihilators of homology / ALBERTO CORSO
  • chapter 5 Poincare´ series of surface singularities / STEVEN DALE CUTKOSKY
  • chapter 6 Multi-graded Hilbert coefficients / CLARE D'CRUZ and ANNA GUERRIERI
  • chapter 7 Torsion freeness and normality of blowup rings of monomial ideals / CESAR A. ESCOBAR
  • chapter 8 Monomial ideals via square-free monomial ideals / SARA FARIDI
  • chapter 9 When does the equality I2 QI hold true in Buchsbaum rings? / SHIRO GOTO
  • chapter 10 Integral closures of ideals in completions of regular local domains / WILLIAM HEINZER
  • chapter 11 The components of a variety of matrices with square zero and submaximal rank / DIKRAN KARAGUEUZIAN
  • chapter 12 The support of top graded local cohomology modules / MORDECHAI KATZMAN
  • chapter 13 An approach to the uniform Artin-Rees theorems from the notion of relation type / FRANCESC PLANAS-VILANOVA
  • chapter 14 Castelnuovo-Mumford regularity and finiteness of Hilbert functions / MARIA EVELINA ROSSI, NGOˆ VIEˆT TRUNG and GIUSEPPE VALLA
  • chapter 15 Differential idealizers and algebraic free divisors / ARON SIMIS
  • chapter 16 Gorenstein rings call the tune / ANNE-MARIE SIMON and JAN R. STROOKER
  • chapter 17 On free integral extensions generated by one element / IRENA SWANSON
  • chapter 18 Degeneration and G-dimension of modules / YUJI YOSHINO.