Media Summary: Oxford/Bristol Set Theory Seminar, 24 February 2021 Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC This deceptively simple math problem has stumped mathematicians for almost 300 years! Head to ...

Andrew Marks The Decomposability Conjecture - Detailed Analysis & Overview

Oxford/Bristol Set Theory Seminar, 24 February 2021 Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC This deceptively simple math problem has stumped mathematicians for almost 300 years! Head to ... or nearly 80 years, mathematicians believed one of Paul Erdős' famous ideas in discrete geometry might be true. The question ... Friday 18th December 2015 - 11:30 to 12:30 Abstract: We discuss several results related to the question of when a Borel graph ... Grigori Perelman solved one of the world's hardest math problems, then called it quits. Try for FREE ...

A general solution to the cubic equation was long considered impossible, until we gave up the requirement that math reflect reality ... Abstract: We give an introduction to the Farrell-Jones Find this video and other talks given by worldwide mathematicians on CIRM's Audiovisual Mathematics Library: ... AI just achieved what humanity's greatest mathematicians couldn't do for 80 years. OpenAI's reasoning model didn't just solve the ...

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Andrew Marks: The decomposability conjecture
Andrew Marks - Baire measurable paradoxical decompositions via matchings
Priority arguments in descriptive set theory - Andrew Marks (UCLA)
Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC conjecture
The Obviously True Theorem No One Can Prove
Poincaré Conjecture - Numberphile
Every UNSOLVED Math Problem Explained in 14 Minutes
AI Just Broke an 80-Year-Old Erdős Math Conjecture
Andrew Marks - Borel Matchings and equidecompositions
The Simplest Math Problem No One Can Solve - Collatz Conjecture
The Man Who Solved the $1 Million Math Problem...Then Disappeared
The Riemann Hypothesis, Explained
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Andrew Marks: The decomposability conjecture

Andrew Marks: The decomposability conjecture

Oxford/Bristol Set Theory Seminar, 24 February 2021 http://jdh.hamkins.org/oxford-set-theory-seminar/#

Andrew Marks - Baire measurable paradoxical decompositions via matchings

Andrew Marks - Baire measurable paradoxical decompositions via matchings

Andrew Marks

Priority arguments in descriptive set theory - Andrew Marks (UCLA)

Priority arguments in descriptive set theory - Andrew Marks (UCLA)

Recorded 28 July 2020.

Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC conjecture

Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC conjecture

Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC

The Obviously True Theorem No One Can Prove

The Obviously True Theorem No One Can Prove

This deceptively simple math problem has stumped mathematicians for almost 300 years! Head to ...

Poincaré Conjecture - Numberphile

Poincaré Conjecture - Numberphile

The famed Poincaré

Every UNSOLVED Math Problem Explained in 14 Minutes

Every UNSOLVED Math Problem Explained in 14 Minutes

Join us at - https://discord.com/invite/n8vHbE29tN More videos ...

AI Just Broke an 80-Year-Old Erdős Math Conjecture

AI Just Broke an 80-Year-Old Erdős Math Conjecture

or nearly 80 years, mathematicians believed one of Paul Erdős' famous ideas in discrete geometry might be true. The question ...

Andrew Marks - Borel Matchings and equidecompositions

Andrew Marks - Borel Matchings and equidecompositions

Friday 18th December 2015 - 11:30 to 12:30 Abstract: We discuss several results related to the question of when a Borel graph ...

The Simplest Math Problem No One Can Solve - Collatz Conjecture

The Simplest Math Problem No One Can Solve - Collatz Conjecture

The Collatz

The Man Who Solved the $1 Million Math Problem...Then Disappeared

The Man Who Solved the $1 Million Math Problem...Then Disappeared

Grigori Perelman solved one of the world's hardest math problems, then called it quits. Try https://brilliant.org/Newsthink/ for FREE ...

The Riemann Hypothesis, Explained

The Riemann Hypothesis, Explained

The Riemann

How Imaginary Numbers Were Invented

How Imaginary Numbers Were Invented

A general solution to the cubic equation was long considered impossible, until we gave up the requirement that math reflect reality ...

Wolfgang Lück: The Farrell-Jones Conjecture and its applications

Wolfgang Lück: The Farrell-Jones Conjecture and its applications

Abstract: We give an introduction to the Farrell-Jones

Andrew Hanlon, University of Oregon:  The Cox category and homological mirror symmetry

Andrew Hanlon, University of Oregon: The Cox category and homological mirror symmetry

Andrew

Andrew Marks - Towards a Structural Basis of Complex Disorders (February 10, 2016)

Andrew Marks - Towards a Structural Basis of Complex Disorders (February 10, 2016)

More details: https://www.simonsfoundation.org/event/towards-a-structural-basis-of-complex-disorders-of-heart-muscle-and-brain/

Andrew Scott Marks:  Descriptive graph combinatorics - Lecture 2

Andrew Scott Marks: Descriptive graph combinatorics - Lecture 2

Find this video and other talks given by worldwide mathematicians on CIRM's Audiovisual Mathematics Library: ...

AI Solved an 80-Year Math Problem Humans Couldn't Crack

AI Solved an 80-Year Math Problem Humans Couldn't Crack

AI just achieved what humanity's greatest mathematicians couldn't do for 80 years. OpenAI's reasoning model didn't just solve the ...