A. Moore

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math.RT2014

The Swiss Cheese Theorem for Linear Operators with Two Invariant Subspaces

Audrey Moore, Markus Schmidmeier

We study systems $(V, T, U_{1}, U_{2})$ consisting of a finite dimensional vector space $V$ , a nilpotent $k$ -linear operator $T : V \to V$ and two $T$ -invariant subspaces $U_1\subset U_2\sub…

math.RT2009

The Auslander and Ringel-Tachikawa Theorem for submodule embeddings

Audrey Moore

Auslander and Ringel-Tachikawa have shown that for an artinian ring R of finite representation type, every R-module is the direct sum of finitely generated indecomposable R-modules…