Media Summary: What if adding math data actually improves reasoning in non-math tasks? In this episode of , Syeda from the ... Carnegie Learning was perhaps the first company to enter the education technology market with an artificial intelligence (AI) ... Po-Shen Loh (Carnegie Mellon University) ...

Contributed Talks Robin Neumayer - Detailed Analysis & Overview

What if adding math data actually improves reasoning in non-math tasks? In this episode of , Syeda from the ... Carnegie Learning was perhaps the first company to enter the education technology market with an artificial intelligence (AI) ... Po-Shen Loh (Carnegie Mellon University) ... Future of Mathematics Symposium Terence Tao (Fields Medal 2006), Maryna Viazovska (Fields Medal 2022), and Ravi Vakil ... Join me as I solve CMIMC 2025 Team Problem 9 step-by-step. Watch the full breakdown and learn the key strategies behind the ... 00:00 // Introduction and Overview 01:15 // Equation 1: The Pythagorean Theorem 03:30 // Historical Origins and Proofs of the ...

Ryan O'Donnell, Carnegie Mellon University Real Analysis in Testing, Learning and Inapproximability ...

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Contributed Talks - Robin Neumayer
Stability for functional and geometric inequalities - Robin Neumayer
Quantitative Faber-Krahn Inequalities and the ACF Monotonicity Formula
Scientist Chats - Mathematics
Nathan Seiberg: What Is Quantum Field Theory? (April 30, 2026)
Why Your LLM Needs Math to Think Better (EACL 2026)
AI, Accelerated Learning, and the Why Behind Math
Building Human Intelligence at Scale, to Save the Next Generation from ChatGPT
Prof. Igor Wigman | Differences between Robin and Neumann eigenvalues
Fields & Roundtable: Tao, Viazovska, Vakil, Haskell | Future of Mathematics
Contributed Talks - Javier Morales
Solving Carnegie Mellon Math Competition 2025 Team Problem 9 | Step-by-Step Breakdown
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Contributed Talks - Robin Neumayer

Contributed Talks - Robin Neumayer

Contributed Talks Robin Neumayer

Stability for functional and geometric inequalities - Robin Neumayer

Stability for functional and geometric inequalities - Robin Neumayer

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Quantitative Faber-Krahn Inequalities and the ACF Monotonicity Formula

Quantitative Faber-Krahn Inequalities and the ACF Monotonicity Formula

Robin Neumayer

Scientist Chats - Mathematics

Scientist Chats - Mathematics

Every Wednesday, we're

Nathan Seiberg: What Is Quantum Field Theory? (April 30, 2026)

Nathan Seiberg: What Is Quantum Field Theory? (April 30, 2026)

For more information please visit: ...

Sponsored
Why Your LLM Needs Math to Think Better (EACL 2026)

Why Your LLM Needs Math to Think Better (EACL 2026)

What if adding math data actually improves reasoning in non-math tasks? In this episode of #WiAIRpodcast, Syeda from the ...

AI, Accelerated Learning, and the Why Behind Math

AI, Accelerated Learning, and the Why Behind Math

Carnegie Learning was perhaps the first company to enter the education technology market with an artificial intelligence (AI) ...

Building Human Intelligence at Scale, to Save the Next Generation from ChatGPT

Building Human Intelligence at Scale, to Save the Next Generation from ChatGPT

Po-Shen Loh (Carnegie Mellon University) ...

Prof. Igor Wigman | Differences between Robin and Neumann eigenvalues

Prof. Igor Wigman | Differences between Robin and Neumann eigenvalues

Title: Differences between

Fields & Roundtable: Tao, Viazovska, Vakil, Haskell | Future of Mathematics

Fields & Roundtable: Tao, Viazovska, Vakil, Haskell | Future of Mathematics

Future of Mathematics Symposium Terence Tao (Fields Medal 2006), Maryna Viazovska (Fields Medal 2022), and Ravi Vakil ...

Contributed Talks - Javier Morales

Contributed Talks - Javier Morales

Contributed Talks

Solving Carnegie Mellon Math Competition 2025 Team Problem 9 | Step-by-Step Breakdown

Solving Carnegie Mellon Math Competition 2025 Team Problem 9 | Step-by-Step Breakdown

Join me as I solve CMIMC 2025 Team Problem 9 step-by-step. Watch the full breakdown and learn the key strategies behind the ...

Contributed Talks - David Evangelista da Silveira Junior

Contributed Talks - David Evangelista da Silveira Junior

Contributed Talks

Carnegie Mellon’s AI Will Prove Math Theorems Like Never Before!

Carnegie Mellon’s AI Will Prove Math Theorems Like Never Before!

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Sum Stories: Equations and their Origins - Robin Wilson

Sum Stories: Equations and their Origins - Robin Wilson

00:00 // Introduction and Overview 01:15 // Equation 1: The Pythagorean Theorem 03:30 // Historical Origins and Proofs of the ...

AI at Carnegie Mellon Is About to Revolutionize Math Forever!

AI at Carnegie Mellon Is About to Revolutionize Math Forever!

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Testing Surface Area

Testing Surface Area

Ryan O'Donnell, Carnegie Mellon University Real Analysis in Testing, Learning and Inapproximability ...