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ON DISCRETE SEMIGROUPS OF *-ENDOMORPHISMS OF TYPE I FACTORS
The purpose of this paper is to study semigroups of *-endomorphisms of type I factors, with parameters in a countable dense subgroup of the real line. Most of our results are motivated by the theory of semigroups of isometries. It is shown that every semigroup of *-endomorphisms can be extended to a group of *-automorphisms in a minimal way.
Hung T. Dinh
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Endomorphisms of irreducible subshifts of finite type
Ethan M. Coven, Michael E. Paul
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Representation type of endomorphism algebras of exceptional sequences of typeA n
Acta Mathematica Sinica, English Series, 1998Let \(k\) be an algebraically closed field, and \(Q\) be a finite and connected quiver without oriented cycles. A sequence of finitely generated right \(kQ\)-modules \(\{E_1,\dots,E_k\}\) is called an exceptional sequence if \(\text{Hom}_{kQ}(E_j,E_i)=0\), and \(\text{Ext}^1_{kQ}(E_j,E_i)=0\) whenever \(j>i\).
Yao, Hailou, Ping, Yanru
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COMPUTING THE ENDOMORPHISM TYPE OF ORDINARY ELLIPTIC CURVES OVER FINITE FIELDS WITH KANT V4
M. HENNINGSEN
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A dimension group for local homeomorphisms and endomorphisms of onesided shifts fo finite type.
U-R. Fiebig, Doris Fiebig, Mike Boyle
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Type 2 chronic inflammatory diseases: targets, therapies and unmet needs
Nature Reviews Drug Discovery, 2023P V Kolkhir +2 more
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Type VII secretion systems: structure, functions and transport models
Nature Reviews Microbiology, 2021Angel Rivera-Calzada +2 more
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Targeting inflammation in the treatment of type 2 diabetes: time to start
Nature Reviews Drug Discovery, 2014Marc Y Donath
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