Top Tweets for #CommutativeAlgebra
#NextatBIRS Regularity in Algebra, Combinatorics, and Geometry, April 19 - 24, 2026 https://t.co/Z61D68Cca8
#AlgebraicStructures #Combinatorics #CommutativeAlgebra #Geometry
@NSF-MPS #DMSFunded @Innovation_AB @NSERC_CRSNG @CRSNG_NSERC
✨ Published in #SelectaMathematica, Vol 31, Issue 2, 2025
Adam LaClair, Matthew Mastroeni, Jason McCullough, Irena Peeva: "Koszul graded Möbius algebras and strongly chordal graphs"
#CommutativeAlgebra #Combinatorics
Free view 🔗 https://t.co/lgolYDqg6k
https://t.co/VtaPFSwqxq
@_CIRM 🆕🎬 Model theory of valued fields
Kartas, Konstantinos (2023). Beyond the Fontaine-Wintenberger theorem. CIRM. Audiovisual resource. https://t.co/NgYWwO3y4L
@_CIRM #Maths #conference #Video #logic #CommutativeAlgebra #NumberTheory #ValuedFields #ModelTheory
🆕🎬 Model theory of valued fields
Watch the talks of the conference in the Audiovisual Mathematics Library
https://t.co/15ekft9TaO
@_CIRM #Maths #conference #Video #logic #AlgebraicGeometry #CommutativeAlgebra
https://t.co/MMCsUcAa1C
Dr. Neena Gupta received the Ramanujan Award, announced on 10 December, in particular for her solution to the Zariski Cancellation Problem — a fundamental one in algebraic geometry. https://t.co/CiwidMIyF6
On this day three years ago I was hanging out with Atiyah, MacDonald, and Kaplansky (math granddad) while working on my dissertation.
I had already signed my postdoc contract at OSU. Time flies
#mathtwitter #commutativealgebra #ringtheory #postdoclife #dissertation #gradschool
@_julesh_ If one is lucky, one finds theorems of the type 'if all localizations have such and such a property, then the non-localized structure has that property'. Such theorems exist in #CommutativeAlgebra. In that sense, localization is sometimes a way of breaking down a problem.
my good friend and workmate @AndreaFerrett20 wrote a book on #commutativealgebra
available as Open Math Notes for @amermathsoc
give it a shot if you're into #math #algebra #numbretheory
https://t.co/oeIZcGIS4w
Bounty offered: Is M a finitely generated R-module? https://t.co/IuxzcykmuT #commutativealgebra
Mathematicians have proven that a #drone equipped with four microphones and a loudspeaker can precisely locate surrounding flat surfaces by #sound: https://t.co/Px7jheCglU #Navigation #Echolocation #CommutativeAlgebra
Bounty offered: A local Cohen-Macaulay ring whose dimension is one less than the minimal ... https://t.co/ZGygv7jIZG #commutativealgebra
Bounty offered: $\varphi:M\to A^n$; $\operatorname{Ker}(\varphi)$ finitely generated https://t.co/z485nCMU5s #commutativealgebra
Bounty offered: Betti numbers and dimension of socle of an ideal https://t.co/6KauOX9KlF #commutativealgebra
Linquan Ma @LifeAtPurdue and Karl Schwede @UUtah explore recent applications of p-adic methods to commutative algebra in Notices of the AMS at https://t.co/2aGKcGlQnx @PurdueUnivNews #CommutativeAlgebra
"So the way I think of this, as a working millennial mathematician, is you're code-switching between char 0 and char p." - R. Walker #CommutativeAlgebra
@royalsociety Introduction to Commutative Algebra,¹² by ME #Atiyah and IG MacDonald³ (@CRCPress 1994, x-128pp): https://t.co/4nCoHY4T36
#Algebra #CommutativeAlgebra
_
¹Originally published by Addison-Wesley in 1969.
²https://t.co/Fh2icZuB2C
³https://t.co/tTl0UaT7HZ
See https://t.co/R1LXd58rV4
Celebrating #HispanicHeritageMonth Today on Latinxs & Hispanics in #Math Sciences: Jonathan Montaño asst prof @nmsu and participant in #AMSMRC15 #CommutativeAlgebra session. Photo by the photographers of University of Kansas https://t.co/lUnPHXmS2s
Celebrating #HispanicHeritageMonth Today on Latinxs & Hispanics in #Math Sciences: Eliana Duarte, postdoc fellow Otto Von Guericke Universität Magdeburg and participant in #AMSMRC15 #CommutativeAlgebra session. Photo courtesy of Özde Bayer https://t.co/lUnPHXmS2s
My latest math research article is now published in the Journal of Pure and Applied Algebra https://t.co/itnh1BT3Rr #math #commutativealgebra
Spending hours thinking about 23 being a prime or not makes me wonder if I learn more during my studies #commutativeAlgebra #numbertheory
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