[图书][B] Commutation relations, normal ordering, and Stirling numbers
Commutation Relations, Normal Ordering, and Stirling Numbers Page 1 Commutation
Relations, Normal Ordering, and Stirling Numbers Toufik Mansour • Matthias Schork Mansour • …
Relations, Normal Ordering, and Stirling Numbers Toufik Mansour • Matthias Schork Mansour • …
Dualising complexes and twisted Hochschild (co) homology for Noetherian Hopf algebras
KA Brown, JJ Zhang - Journal of Algebra, 2008 - Elsevier
We show that many noetherian Hopf algebras A have a rigid dualising complex R with R≅
A1ν [d]. Here, d is the injective dimension of the algebra and ν is a certain k-algebra …
A1ν [d]. Here, d is the injective dimension of the algebra and ν is a certain k-algebra …
On irreducible representations of compact p-adic analytic groups
We prove that the canonical dimension of a coadmissible representation of a semisimple p-
adic Lie group in a p-adic Banach space is either zero or at least half the dimension of a …
adic Lie group in a p-adic Banach space is either zero or at least half the dimension of a …
Pertinency of Hopf actions and quotient categories of Cohen–Macaulay algebras
Y Bao, J He, JJ Zhang - Journal of Noncommutative Geometry, 2019 - ems.press
Pertinency of Hopf actions and quotient categories of Cohen–Macaulay algebras Page 1 J.
Noncommut. Geom. 13 (2019), 667–710 DOI 10.4171/JNCG/336 Journal of Noncommutative …
Noncommut. Geom. 13 (2019), 667–710 DOI 10.4171/JNCG/336 Journal of Noncommutative …
Auslander-Gorenstein rings
K Ajitabh, SP Smith, JJ Zhang - Communications in Algebra, 1998 - Taylor & Francis
Auslander-gorenstein rings Page 1 COMMUNICATIONS IN ALGEBRA, 26(7), 2159-2180 (1998)
AUSLANDER-GORENSTEIN RINGS K . AJITABH: DEPARTMENT OF MATHEMATICS, FLORIDA …
AUSLANDER-GORENSTEIN RINGS K . AJITABH: DEPARTMENT OF MATHEMATICS, FLORIDA …
Noncommutative Auslander theorem
YH Bao, JW He, J Zhang - Transactions of the American Mathematical …, 2018 - ams.org
In the 1960s Maurice Auslander proved the following important result. Let $ R $ be the
commutative polynomial ring $\mathbb {C}[x_1,\dots, x_n] $, and let $ G $ be a finite small …
commutative polynomial ring $\mathbb {C}[x_1,\dots, x_n] $, and let $ G $ be a finite small …
-modules on rigid analytic spaces III: weak holonomicity and operations
We develop a dimension theory for coadmissible $\widehat {\mathcal {D}} $-modules on
rigid analytic spaces and study those which are of minimal dimension, in analogy to the …
rigid analytic spaces and study those which are of minimal dimension, in analogy to the …
[PDF][PDF] Some homological properties of skew extensions arising in non-commutative algebraic geometry
O Lezama - Discussiones Mathematicae-General Algebra and …, 2017 - sciendo.com
In this short paper we study for the skew PBW (Poincar-Birkhoff-Witt) extensions some
homological properties arising in non-commutative algebraic geometry, namely, Auslander …
homological properties arising in non-commutative algebraic geometry, namely, Auslander …
[PDF][PDF] Fixed subrings of Noetherian graded regular rings
E Kirkman, J Kuzmanovich - Journal of Algebra, 2005 - core.ac.uk
Rings of invariants can have nice homological properties even if they do not have finite
global dimension. Watanabe's Theorem [W] gives conditions when the fixed subring of a …
global dimension. Watanabe's Theorem [W] gives conditions when the fixed subring of a …
Auslander-Gorenstein rings for beginners
J Clark - International Symposium on Ring Theory, 2001 - Springer
We discuss past and current research on Noetherian rings which satisfy a condition
introduced by Auslander involving the homological grade of modules. These rings include …
introduced by Auslander involving the homological grade of modules. These rings include …