Edited book
Ideal theoretic methods in commutative algebra: in honor of James A. Huckaba's retirement
Lecture notes in pure and applied mathematics, 220, Marcel Dekker
2001
Abstract
F-rational rings and the integral closures of ideals II; cancellation modules and related modules; abstract ideal theory from Krull to the present; conditions equivalent to seminormality in certain classes of commutative rings; the zero-divisor graph of a commutative ring, II; some examples of locally divided rings; on the dimension of the Jacquet module of a certain induced representation; m-canonical ideals in integral domains II; the t- and v-spectra of the ring of integer-valued polynomials; weakly factorial rings with zero divisors; equivalence classes of minimal zero-sequences modulo a prime; towards a criterion for isomorphisms of complexes; ideals having a one-dimensional fibre cone; recent progress on going-down II; Kronecker function rings -a general approach; on the complete integral closure of the Rees algebra; a new criterion for embeddability in a zero-dimensional commutative ring; finite conductor properties of R(X) and R; building Noetherian and non-Noetherian integral domains using power series; integrality properties in rings with zero divisors; prime-producing cubic polynomials; stability of ideals and its applications; categorically domains - highlighting the (domain) work of James A. Huckaba.
Details
- Title: Subtitle
- Ideal theoretic methods in commutative algebra: in honor of James A. Huckaba's retirement
- Creators
- Daniel D Anderson (Editor)Ira J Papick (Editor)
- Resource Type
- Edited book
- Publisher
- Marcel Dekker; New York
- Series
- Lecture notes in pure and applied mathematics; 220
- ISBN
- 9780824705534
- Number of pages
- ix, 358 pages
- Language
- English
- Date published
- 2001
- Academic Unit
- Mathematics
- Record Identifier
- 9984242454202771
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