Page Summary: When I was Barry's student, one thing I learned from him was that Diophantine problems were often not problems about rational ... I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing

Jordan Ellenberg Homological Stability And Arithmetic Statistics 20 Years Later -

When I was Barry's student, one thing I learned from him was that Diophantine problems were often not problems about rational ... I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing Abstract: If not for a global pandemic, a bunch of mathematicians would have gathered in Germany to talk about what's going

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  • When I was Barry's student, one thing I learned from him was that Diophantine problems were often not problems about rational ...
  • I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing
  • Abstract: If not for a global pandemic, a bunch of mathematicians would have gathered in Germany to talk about what's going
  • Joint IAS/PU Number Theory 3:30pm Simonyi 101 and Remote Access Topic: Braided Vector Spaces and

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Jordan Ellenberg "Homological stability and arithmetic statistics, 20 years later"

Jordan Ellenberg "Homological stability and arithmetic statistics, 20 years later"

Read more details and related context about Jordan Ellenberg "Homological stability and arithmetic statistics, 20 years later".

Jordan Ellenberg - Configurations, arithmetic groups, cohomology, and stability

Jordan Ellenberg - Configurations, arithmetic groups, cohomology, and stability

Read more details and related context about Jordan Ellenberg - Configurations, arithmetic groups, cohomology, and stability.

Braided Vector Spaces and Arithmetic Statistics Over Function Fields - Jordan Ellenberg

Braided Vector Spaces and Arithmetic Statistics Over Function Fields - Jordan Ellenberg

Joint IAS/PU Number Theory 3:30pm Simonyi 101 and Remote Access Topic: Braided Vector Spaces and

Jordan Ellenberg: What’s up in arithmetic statistics? (NTWS 024)

Jordan Ellenberg: What’s up in arithmetic statistics? (NTWS 024)

Abstract: If not for a global pandemic, a bunch of mathematicians would have gathered in Germany to talk about what's going

Stable Homology and the BKPLR Heuristics Over Function Fields - Jordan Ellenberg

Stable Homology and the BKPLR Heuristics Over Function Fields - Jordan Ellenberg

Read more details and related context about Stable Homology and the BKPLR Heuristics Over Function Fields - Jordan Ellenberg.

Geometric Analytic Number Theory by Jordan Ellenberg

Geometric Analytic Number Theory by Jordan Ellenberg

I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing

I Prove a Theorem and the House Expands:  Geometry and Poetry, Jordan Ellenberg

I Prove a Theorem and the House Expands:  Geometry and Poetry, Jordan Ellenberg

Read more details and related context about I Prove a Theorem and the House Expands:  Geometry and Poetry, Jordan Ellenberg.

Interview with Jordan Ellenberg

Interview with Jordan Ellenberg

Read more details and related context about Interview with Jordan Ellenberg.

Jordan Ellenberg: Mathematics of High-Dimensional Shapes and Geometries | Lex Fridman Podcast #190

Jordan Ellenberg: Mathematics of High-Dimensional Shapes and Geometries | Lex Fridman Podcast #190

Read more details and related context about Jordan Ellenberg: Mathematics of High-Dimensional Shapes and Geometries | Lex Fridman Podcast #190.

Jordan ELLENBERG - Heights on Stacks

Jordan ELLENBERG - Heights on Stacks

When I was Barry's student, one thing I learned from him was that Diophantine problems were often not problems about rational ...