[2025-11-11 Tue (UTC), 34 new articles found for mathCO Combinatorics]
November 11, 2025 at 6:37 AM
[2025-11-11 Tue (UTC), 34 new articles found for mathCO Combinatorics]
It’s maddening. An I get that clinicians should be doing medicine. But **someone** should know the out of pocket cost, because (in theory) that doesn’t depend on the combinatorics of insurance billing.
November 11, 2025 at 2:54 AM
It’s maddening. An I get that clinicians should be doing medicine. But **someone** should know the out of pocket cost, because (in theory) that doesn’t depend on the combinatorics of insurance billing.
See the paper "Paving tropical ideals" by Nicholas Anderson and Felipe Rincón, published in the Journal of Algebraic Combinatorics.
link.springer.com/article/10.1...
link.springer.com/article/10.1...
Paving tropical ideals
Tropical ideals are a class of ideals in the tropical polynomial semiring that combinatorially abstracts the possible collections of supports of all polynomials in an ideal over a field. We study…
link.springer.com
November 10, 2025 at 9:27 AM
See the paper "Paving tropical ideals" by Nicholas Anderson and Felipe Rincón, published in the Journal of Algebraic Combinatorics.
link.springer.com/article/10.1...
link.springer.com/article/10.1...
Luca Trevisan series of posts from gay
and lesbian computer scientists:
lucatrevisan.wordpress.com/tag/turing-c...
Luca Trevisan's own story:
lucatrevisan.wordpress.com/2012/07/02/t...
Gil Kalai’s blog “Combinatorics and More": gilkalai.wordpress.com
and lesbian computer scientists:
lucatrevisan.wordpress.com/tag/turing-c...
Luca Trevisan's own story:
lucatrevisan.wordpress.com/2012/07/02/t...
Gil Kalai’s blog “Combinatorics and More": gilkalai.wordpress.com
Turing Centennial – in theory
Posts about Turing Centennial written by luca
lucatrevisan.wordpress.com
November 10, 2025 at 8:22 AM
Luca Trevisan series of posts from gay
and lesbian computer scientists:
lucatrevisan.wordpress.com/tag/turing-c...
Luca Trevisan's own story:
lucatrevisan.wordpress.com/2012/07/02/t...
Gil Kalai’s blog “Combinatorics and More": gilkalai.wordpress.com
and lesbian computer scientists:
lucatrevisan.wordpress.com/tag/turing-c...
Luca Trevisan's own story:
lucatrevisan.wordpress.com/2012/07/02/t...
Gil Kalai’s blog “Combinatorics and More": gilkalai.wordpress.com
[2025-11-10 Mon (UTC), 16 new articles found for mathCO Combinatorics]
November 10, 2025 at 6:37 AM
[2025-11-10 Mon (UTC), 16 new articles found for mathCO Combinatorics]
No coffee because I’ve already had too much but I’m going to be strong & disciplined & do my combinatorics homework despite the extreme bisexual lighting in my apartment right now
November 9, 2025 at 8:47 PM
No coffee because I’ve already had too much but I’m going to be strong & disciplined & do my combinatorics homework despite the extreme bisexual lighting in my apartment right now
It’s just an intro to combinatorics class, so it’s actually mostly a lot of fun although I kind of hate all the problems that involve people and love all the problems that involve asking questions about numbers
November 9, 2025 at 6:18 PM
It’s just an intro to combinatorics class, so it’s actually mostly a lot of fun although I kind of hate all the problems that involve people and love all the problems that involve asking questions about numbers
There was a problem on the combinatorics homework last week where for no reason at all but whimsy my brain was like what if thought about this as ideals while we did it. I didn’t write that down, to be clear, but my brain was like: these are ideals *wink*
November 9, 2025 at 6:11 PM
There was a problem on the combinatorics homework last week where for no reason at all but whimsy my brain was like what if thought about this as ideals while we did it. I didn’t write that down, to be clear, but my brain was like: these are ideals *wink*
Just 1️⃣ month to go until the LMS Computer Science Colloquium, which takes place on 9 Dec at De Morgan House and online.
This year's theme is 'Combinatorics and Computing' and features speakers on the cutting edge of mathematics and computer science.
➡️ www.lms.ac.uk/events/lms-c...
This year's theme is 'Combinatorics and Computing' and features speakers on the cutting edge of mathematics and computer science.
➡️ www.lms.ac.uk/events/lms-c...
November 9, 2025 at 2:15 PM
Just 1️⃣ month to go until the LMS Computer Science Colloquium, which takes place on 9 Dec at De Morgan House and online.
This year's theme is 'Combinatorics and Computing' and features speakers on the cutting edge of mathematics and computer science.
➡️ www.lms.ac.uk/events/lms-c...
This year's theme is 'Combinatorics and Computing' and features speakers on the cutting edge of mathematics and computer science.
➡️ www.lms.ac.uk/events/lms-c...
Can uniqueness survive forever?
A combinatorial proof shows why it can’t — no matter how you choose the set S.
🎥 A Combinatorial Proof That Uniqueness Dies
👉 youtu.be/I9DEVdiJY2A
#math #combinatorics #fromzerotozeta #numbertheory
A combinatorial proof shows why it can’t — no matter how you choose the set S.
🎥 A Combinatorial Proof That Uniqueness Dies
👉 youtu.be/I9DEVdiJY2A
#math #combinatorics #fromzerotozeta #numbertheory
A Combinatorial Proof That Uniqueness Dies #combinatorics #maths #mathproof #uniqueness #tutoring
YouTube video by From Zero to Zeta
youtu.be
November 9, 2025 at 6:03 AM
Can uniqueness survive forever?
A combinatorial proof shows why it can’t — no matter how you choose the set S.
🎥 A Combinatorial Proof That Uniqueness Dies
👉 youtu.be/I9DEVdiJY2A
#math #combinatorics #fromzerotozeta #numbertheory
A combinatorial proof shows why it can’t — no matter how you choose the set S.
🎥 A Combinatorial Proof That Uniqueness Dies
👉 youtu.be/I9DEVdiJY2A
#math #combinatorics #fromzerotozeta #numbertheory
Me,trying to do some combinatorics:
My brain: what if there was a language where all the words were palindromes
My brain: what if there was a language where all the words were palindromes
November 8, 2025 at 9:25 PM
Me,trying to do some combinatorics:
My brain: what if there was a language where all the words were palindromes
My brain: what if there was a language where all the words were palindromes
Maybe they love Hungarian-style combinatorics
November 8, 2025 at 8:32 PM
Maybe they love Hungarian-style combinatorics
Getting a master Roshi style nosebleed anytime a little number theory comes up in combinatorics
November 8, 2025 at 7:43 PM
Getting a master Roshi style nosebleed anytime a little number theory comes up in combinatorics
Keywords: Neurotopology, P=NP collapse, combinatorial semantics, lambda calculus surgery, homoiconic combinatorics, white hole singularity, Millennium Problems, topological mastery
beyondturbulence.blogspot.com/2025/11/comb...
beyondturbulence.blogspot.com/2025/11/comb...
Combinatorial Semantics of Neuro-Topological Calculus
Coach . Taj . Intention . Lisp . turbulence . intelligence . tj-coulon . troy . beyond . allusive . p-vs-np . Pure . Musical . Visual . Direct .
beyondturbulence.blogspot.com
November 8, 2025 at 5:33 PM
Keywords: Neurotopology, P=NP collapse, combinatorial semantics, lambda calculus surgery, homoiconic combinatorics, white hole singularity, Millennium Problems, topological mastery
beyondturbulence.blogspot.com/2025/11/comb...
beyondturbulence.blogspot.com/2025/11/comb...
So I’ve been having lots of migraine problems and it’s interesting for me to note that my abstract no people, no stories for as far as the eye can see interests are easier to maintain while in migraine than say combinatorics
November 8, 2025 at 5:11 PM
So I’ve been having lots of migraine problems and it’s interesting for me to note that my abstract no people, no stories for as far as the eye can see interests are easier to maintain while in migraine than say combinatorics
[2025-11-07 Fri (UTC), 12 new articles found for mathCO Combinatorics]
November 7, 2025 at 6:37 AM
[2025-11-07 Fri (UTC), 12 new articles found for mathCO Combinatorics]
[6/30] 564 Likes, 84 Comments, 5 Posts
2511.02864, cs․NE | cs․AI | math․CA | math․CO | math․MG, 03 Nov 2025
🆕Mathematical exploration and discovery at scale
Bogdan Georgiev, Javier Gómez-Serrano, Terence Tao, Adam Zsolt Wagner
2511.02864, cs․NE | cs․AI | math․CA | math․CO | math․MG, 03 Nov 2025
🆕Mathematical exploration and discovery at scale
Bogdan Georgiev, Javier Gómez-Serrano, Terence Tao, Adam Zsolt Wagner
November 7, 2025 at 12:06 AM
[6/30] 564 Likes, 84 Comments, 5 Posts
2511.02864, cs․NE | cs․AI | math․CA | math․CO | math․MG, 03 Nov 2025
🆕Mathematical exploration and discovery at scale
Bogdan Georgiev, Javier Gómez-Serrano, Terence Tao, Adam Zsolt Wagner
2511.02864, cs․NE | cs․AI | math․CA | math․CO | math․MG, 03 Nov 2025
🆕Mathematical exploration and discovery at scale
Bogdan Georgiev, Javier Gómez-Serrano, Terence Tao, Adam Zsolt Wagner
To be honest I am struggling at combinatorics, i am struggling in this class but I understood something because I have poor impulse control regarding algebraic geometry and that’s a win
November 6, 2025 at 8:32 PM
To be honest I am struggling at combinatorics, i am struggling in this class but I understood something because I have poor impulse control regarding algebraic geometry and that’s a win
[2025-11-06 Thu (UTC), 28 new articles found for mathCO Combinatorics]
November 6, 2025 at 6:37 AM
[2025-11-06 Thu (UTC), 28 new articles found for mathCO Combinatorics]
\'Angel David R\'ios Ortiz, Javier Sendra-Arranz: Hilbert schemes of points on fold-like curves and their combinatorics https://arxiv.org/abs/2511.03454 https://arxiv.org/pdf/2511.03454 https://arxiv.org/html/2511.03454
November 6, 2025 at 6:36 AM
\'Angel David R\'ios Ortiz, Javier Sendra-Arranz: Hilbert schemes of points on fold-like curves and their combinatorics https://arxiv.org/abs/2511.03454 https://arxiv.org/pdf/2511.03454 https://arxiv.org/html/2511.03454
\'Angel David R\'ios Ortiz, Javier Sendra-Arranz
Hilbert schemes of points on fold-like curves and their combinatorics
https://arxiv.org/abs/2511.03454
Hilbert schemes of points on fold-like curves and their combinatorics
https://arxiv.org/abs/2511.03454
November 6, 2025 at 5:18 AM
\'Angel David R\'ios Ortiz, Javier Sendra-Arranz
Hilbert schemes of points on fold-like curves and their combinatorics
https://arxiv.org/abs/2511.03454
Hilbert schemes of points on fold-like curves and their combinatorics
https://arxiv.org/abs/2511.03454
i've been watching a poker course for funsies and felt like revisiting a classic that i've seen on youtube a lot to practice the fundamentals and it's a lot of fun! i'm good at statistics and apparently not terrible at quick and messy combinatorics so this is right up my alley.
November 5, 2025 at 7:06 PM
i've been watching a poker course for funsies and felt like revisiting a classic that i've seen on youtube a lot to practice the fundamentals and it's a lot of fun! i'm good at statistics and apparently not terrible at quick and messy combinatorics so this is right up my alley.
spent like 6 hours just now doing like, three combinatorics problems pertaining to solving linear recurrence relations with constant coefficients through various methods. thank god im meeting with my professor this week to get some help because the multitude of variables trips me up so badly
November 5, 2025 at 10:42 AM
spent like 6 hours just now doing like, three combinatorics problems pertaining to solving linear recurrence relations with constant coefficients through various methods. thank god im meeting with my professor this week to get some help because the multitude of variables trips me up so badly
"Subdivisions of Hypersimplices: With a View Toward Finite Metric Spaces" by Laura Casabella, Michael Joswig, and Lars Kastner. #ExperimentalMath #Combinatorics #MathSky
Subdivisions of Hypersimplices: With a View Toward Finite Metric Spaces
The secondary fan \Sigma(k,n) is a polyhedral fan which stratifies the regular subdivisions of the hypersimplices \Delta(k,n) We find new infinite families of rays of \Sigma(k,n), and we compute the fans \Sigma(2,7) and \Sigma(3,6). In the special case k=2 the fan \Sigma(2,n) is closely related to the metric fan MF(n), which forms a natural parameter space for the metric spaces on n points. So our results yield a classification of the finite metric spaces on seven points.
www.tandfonline.com
November 5, 2025 at 9:25 AM
"Subdivisions of Hypersimplices: With a View Toward Finite Metric Spaces" by Laura Casabella, Michael Joswig, and Lars Kastner. #ExperimentalMath #Combinatorics #MathSky
[2025-11-05 Wed (UTC), 13 new articles found for mathCO Combinatorics]
November 5, 2025 at 6:37 AM
[2025-11-05 Wed (UTC), 13 new articles found for mathCO Combinatorics]