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数学及其应用
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数学及其应用
https://mathenchant.wordpress.com/2024/04/17/jewish-mathematics/
Wordpress
“Jewish Mathematics”?
Quick math-personality quiz: What is seven-and-one-fourth minus three-fourths, expressed as a mixed number (a whole number plus a proper fraction)? What matters isn’t what answer you get but how yo…
数学及其应用
https://en.m.wikipedia.org/wiki/Chernoff_face
Wikipedia
Chernoff face
human-face shaped display of data
数学及其应用
https://www.quantamagazine.org/mathematicians-marvel-at-crazy-cuts-through-four-dimensions-20240422/
Quanta Magazine
Mathematicians Marvel at ‘Crazy’ Cuts Through Four Dimensions
Topologists prove two new results that bring some order to the confoundingly difficult study of four-dimensional shapes.
数学及其应用
https://leanprover-community.github.io/blog/posts/FLT-announcement/
Lean community blog
The Fermat's Last Theorem Project | Lean community blog
Kevin Buzzard discusses the project to prove Fermat's Last Theorem in Lean.
Introduction
Fermat's Last Theorem (FLT) is the claim that some abstract equation has no solutions in positive integers.
Th
数学及其应用
https://youtu.be/8VipIKLg6-k
YouTube
James Simons - Origin of Chern-Simons
Name: James Simons
Title: Origin of Chern-Simons
Date: 2011-07-28 @ 10:00 AM
For more videos from the Simons Center for Geometry and Physics, please visit http://scgp.stonybrook.edu/video
数学及其应用
Complex Analysis
A Visual and Interactive Introduction
https://complex-analysis.com/
Complex Analysis
An online interactive introduction to the study of complex analysis.
数学及其应用
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数学及其应用
https://youtu.be/wMCKvuq6Jso
YouTube
A Brief Tour of Proof Complexity: Lower Bounds and Open Problems - Toniann Pitassi
Computer Science/Discrete Mathematics Seminar II
Topic: A Brief Tour of Proof Complexity: Lower Bounds and Open Problems
Speaker: Toniann Pitassi
Affiliation: University of Toronto; Visiting Professor, School of Mathematics
Date: March 19, 2019
For more…
数学及其应用
https://matheducators.stackexchange.com/questions/27839/which-cognitive-psychology-findings-are-solid-that-i-can-use-to-help-my-student
Mathematics Educators Stack Exchange
Which cognitive psychology findings are solid, that I can use to help my students?
I read recently on this site that the growth mindset seems not to be real. I did not know that (I admit that I don't follow research into learning as closely as I would like). Can I turn that expe...
数学及其应用
https://www.newscientist.com/article/2431964-incredible-maths-proof-is-so-complex-that-almost-no-one-can-explain-it/
New Scientist
Incredible maths proof is so complex that almost no one can explain it
Mathematicians are celebrating a 1000-page proof of the geometric Langlands conjecture, a problem so complicated that even other mathematicians struggle to understand it. Despite that, it is hoped the proof can provide key insights across maths and physics
数学及其应用
https://youtu.be/60z_hpEAtD8
YouTube
A Swift Introduction to Geometric Algebra
This video is an introduction to geometric algebra, a severely underrated mathematical language that can be used to describe almost all of physics. This video was made as a presentation for my lab that I work in. While I had the people there foremost in…
数学及其应用
https://mathstodon.xyz/@tao/112557248794707738
Mathstodon
Terence Tao (@
[email protected]
)
There has been a remarkable breakthrough towards the Riemann hypothesis (though still very far from fully resolving this conjecture) by Guth and Maynard making the first substantial improvement to a classical 1940 bound of Ingham regarding the zeroes of the…
数学及其应用
math and music:
https://string.spiel.com/
Spiel
Pluck
This is an interactive string simulator that uses basic Fourier math to generate audio & visuals according to where on the string you pluck from. The audio math is done on the GPU in WebGL
数学及其应用
https://youtu.be/32zg2FGX4cA
YouTube
How Simple Math Led Einstein to Relativity
Einstein turned the world on its head in November of 1919, when data collected during a solar eclipse matched the predictions of his Theory of General Relativity. But Einstein’s path to discovering his theory traces back much further, to when he was 12 years…
数学及其应用
https://youtu.be/m9HwEfxXrUc
YouTube
Additive Combinatorics Without Groups - Huy Tuan Pham
Computer Science/Discrete Mathematics Seminar I
Topic: Additive Combinatorics Without Groups
Speaker: Huy Tuan Pham
Affiliation: Stanford University
Date: April 22, 2024
Subsets A of an abelian group with a small doubling |A+A|/|A| have been extensively…
数学及其应用
https://youtu.be/_ckfHYuAjRA
YouTube
Terence Tao - Finite time blowup constructions for supercritical equations [2017]
Slides for this talk: https://drive.google.com/file/d/1PromxQ9hL4k5MrQMOsB1_nRpGS8efQmV/view?usp=sharing
Terence Tao (UCLA) 2017-06-16
Finite time blowup constructions for supercritical equations
Abstract : Many basic PDE of physical interest, such as…
数学及其应用
Al for Math Resources:
https://docs.google.com/document/u/0/d/1kD7H4E28656ua8jOGZ934nbH2HcBLyxcRgFDduH5iQ0
数学及其应用
http://immersivemath.com/ila/index.html
数学及其应用
https://www.mathvalues.org/masterblog/can-ai-pass-the-test-part-ii-playing-to-space
MATH VALUES
Can AI Pass the Test, Part II: Playing to Space — MATH VALUES
By Lew Ludwig In Tuesday’s post , I talked about the centaur vs. cyborg analogy for how people approach AI. My student John had used the cyborg approach with my cheat-proof calculus exam , yielding a rare perfect score, and I wasn’t sure how to…
数学及其应用
https://arxiv.org/abs/2405.10387
arXiv.org
Grothendieck's use of equality
We discuss how the concept of equality is used by mathematicians (including Grothendieck), and what effect this has when trying to formalise mathematics. We challenge various reasonable-sounding...
2024/11/23 03:05:39
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