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- W2552863228 abstract "We prove that over an algebraically closed field there is a representation embedding from the category of classical Kronecker-modules without the simple injective into the category of finite-dimensional modules over any representation-infinite finite-dimensional algebra. We also sharpen some known results on representation embeddings, we simplify some proofs and we construct a simultaneous orthogonal embedding for an infinite family of module categories. In the last section the minimal classes of representation-infinite algebras are determined. The result depends on the characteristic." @default.
- W2552863228 created "2016-11-30" @default.
- W2552863228 creator A5009361817 @default.
- W2552863228 date "2016-11-07" @default.
- W2552863228 modified "2023-09-27" @default.
- W2552863228 title "Representation embeddings and the second Brauer-Thrall conjecture" @default.
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