Results 51 to 60 of about 101 (90)
Some Special Classes of Modules [PDF]
The aim of this report is to study rings whose module classes have special properties and modules which subgenerate module classes with special properties.
Loggie, William T. H
core
Unlikely intersections on the p-adic formal ball. [PDF]
Serban V.
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Quasi-Baer and FI-Extending Generalized Matrix Rings
Generalized Matrix rings are ubiquitous in algebra and have relevant applications to analysis. A ring is quasi-Baer ( right p.q.-Baer) in case the right annihilator of any ideal (resp. principal ideal) is generated by an idempotent.
Davis, Donald D.
core
Submodule approach to creative telescoping
This paper proposes ideas to speed up the process of creative telescoping, particularly when the telescoper is reducible. One can interpret telescoping as computing an annihilator $L \in D$ for an element $m$ in a $D$-module $M$. The main idea is to look
van Hoeij, Mark
core
Baer and Rickart Properties in Modules and an Associated Radical
In this work, module theoretic definitions of the Baer and related ring concepts are investigated. A module is s.Baer if the right annihilator of a nonempty subset of the module is generated by an idempotent in the ring.
LeBlanc, Richard L.
core
On the Direct Decomposition of Nilpotent Expanded Groups. [PDF]
Aichinger E.
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Poisson traces, D-modules, and symplectic resolutions. [PDF]
Etingof P, Schedler T.
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Introduction to τ-tilting theory. [PDF]
Iyama O, Reiten I.
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Minimal representations, geometric quantization, and unitarity. [PDF]
Brylinski R, Kostant B.
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Ordinary representations and modular forms. [PDF]
Skinner CM, Wiles AJ.
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