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838

NTT position open

Dear Universal Algebra Colleagues: We have a new opening. It is NOT a research oriented position, and it is NOT a tenure track position, so if you suggest it
Insall, Eugene
Mar 29
#838
 
837

Postdoctoral position and PhD student position in "Oligomorphic clon

A postdoc and a PhD position are now available at the TU Vienna within the project "Oligomorphic clones" of the Austrian Science Fund, held by Michael Pinsker.
michael pinsker
Mar 27
#837
 
836

93th Workshop on General Algebra / 93. Arbeitstagung Allgemeine Alge

93th Workshop on General Algebra 93. Arbeitstagung Allgemeine Algebra (AAA93) https://www.wirtschaft.bfh.ch/aaa93 The 93th Workshop on General Algebra is
Leonard Kwuida
Nov 22, 2016
#836
 
835

Call for participation - CSL 2016 (August 29 - September 1)

Call for participation - CSL 2016 (August 29 - September 1) ... 25th EACSL Annual Conference on Computer Science Logic Computer Science Logic (CSL) is the
Luigi Santocanale
Jul 19, 2016
#835
 
834

Doc or Postdoc position on Oligomorphic Clones / Infinite domain CSP

A postdoc or doc position will be available at the Institute of Computer Languages of the TU Vienna within the project "Oligomorphic clones" of the Austrian
michael pinsker
May 28, 2016
#834
 
833

jobs at Morgan State University

We have three tenure-track openings: probably one will be for algebra.
Jonathan Farley
Feb 25, 2016
#833
 
832

Re: dualities for lattice-ordered rings

Nothing in this list, or its successors, suits your needs? -- https://www.google.com/search?q=Priestley+dualities+for+lattice-ordered+rings&ie=utf-8&oe=utf-8
Fred E.J. Linton
Jan 8, 2016
#832
 
831

dualities for lattice-ordered rings

Hello, Please send me references for Priestley dualities for lattice-ordered rings. (Nothing shows up if I search for "Priestley" and "lattice-ordered ring?"
Jonathan Farley
Jan 8, 2016
#831
 
830

Re: semisimple modules

... Theorem 4.1 of Crawley-Dilworth proves that if L is a meet continuous semimodular lattice whose top element is the join of atoms, then L must be
Keith A. Kearnes
Nov 17, 2015
#830
 
829

semisimple modules

What is a lattice-theoretic proof of the fact that if a module is a sum of simple modules, then every submodule is a direct summand?
Jonathan Farley
Nov 17, 2015
#829
 
828

Re: Thomas Ihringer

Christian and Keith, Thanks for letting us know this very sad news. Brian _______________________________________________________ Emeritus Prof Brian A. Davey
Brian Davey
Aug 9, 2015
#828
 
827

Thomas Ihringer

... Dear all This is to send the sad news that our colleague Thomas Ihringer has died last night. There will be a mini-conference in Darmstadt. Nov.29,
k_kearnes
Aug 9, 2015
#827
 
826

Postdoc position on infinite domain clones / CSP at TU Vienna

A postdoc position will be available at the Institute of Computer Languages of the TU Vienna within the project "Oligomorphic clones" of the Austrian Science
michael pinsker
Apr 28, 2015
#826
 
825

reminder of Anders Bjorner's conjecture

I was asked to explain the conjecture of Anders Bjorner regarding geometric lattices: Curtis Greene proved ("A Rank Inequality for Finite Geometric Lattices")
Jonathan Farley
Apr 22, 2015
#825
 
824

Anders Bjorner's conjecture from 1977

I liked the answers Keith Kearnes and Ralph Freese provided yesterday! My idea for trying to prove Anders Bjorner's conjecture from 1977 involves two steps.
Jonathan Farley
Apr 22, 2015
#824
 
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