Reference Card: At its current state of the art, ∞-category theory is challenging to explain even to specialists in closely related mathematical areas. Abstract: While the last decades have seen considerable advances in our understanding of ∞-category theory, experts in the field ...

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The inaugural Natural Philosophy Symposium was held in Baltimore on May 29-31, 2025. At its current state of the art, ∞-category theory is challenging to explain even to specialists in closely related mathematical areas. Abstract: While the last decades have seen considerable advances in our understanding of ∞-category theory, experts in the field ...

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Abstract: While the last decades have seen considerable advances in our understanding of ∞-category theory, experts in the field ... The Yoneda lemma, considered to be the fundamental theorem of category theory, is difficult to explain because its statement is ...

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The President's Frontier Award was established with a $2.5 million donation from trustee Louis J. Title: Formalizing invisible mathematics: case studies from higher category theory Speaker: Professor

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  • At its current state of the art, ∞-category theory is challenging to explain even to specialists in closely related mathematical areas.
  • Abstract: While the last decades have seen considerable advances in our understanding of ∞-category theory, experts in the field ...
  • The President's Frontier Award was established with a $2.5 million donation from trustee Louis J.
  • Title: Formalizing invisible mathematics: case studies from higher category theory Speaker: Professor

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Emily Riehl Makes Infinity Categories Elementary

Emily Riehl Makes Infinity Categories Elementary

Read more details and related context about Emily Riehl Makes Infinity Categories Elementary.

Mathematician Explains Infinity in 5 Levels of Difficulty | WIRED

Mathematician Explains Infinity in 5 Levels of Difficulty | WIRED

Read more details and related context about Mathematician Explains Infinity in 5 Levels of Difficulty | WIRED.

∞-Category Theory for Undergraduates

∞-Category Theory for Undergraduates

At its current state of the art, ∞-category theory is challenging to explain even to specialists in closely related mathematical areas.

Emily Riehl, A New Paradigm for Mathematical Proof? | Natural Philosophy Symposium 2025

Emily Riehl, A New Paradigm for Mathematical Proof? | Natural Philosophy Symposium 2025

The inaugural Natural Philosophy Symposium was held in Baltimore on May 29-31, 2025. It was sponsored by the Natural ...

Mindscape 146 | Emily Riehl on Topology, Categories, and the Future of Mathematics

Mindscape 146 | Emily Riehl on Topology, Categories, and the Future of Mathematics

Patreon: Blog post with audio player, show notes, and transcript: ...

MEET a Mathematician! - Emily Riehl

MEET a Mathematician! - Emily Riehl

For more interviews, visit Learn more about the interviewee at

Prof. Emily Riehl | Formalizing invisible mathematics: case studies from higher category theory

Prof. Emily Riehl | Formalizing invisible mathematics: case studies from higher category theory

Title: Formalizing invisible mathematics: case studies from higher category theory Speaker: Professor

What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains

What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains

The President's Frontier Award was established with a $2.5 million donation from trustee Louis J. Forster. Forster helped design ...

Emily Riehl: Synthetic perspectives on the Yoneda lemma

Emily Riehl: Synthetic perspectives on the Yoneda lemma

The Yoneda lemma, considered to be the fundamental theorem of category theory, is difficult to explain because its statement is ...

Could ∞-category theory be taught to undergraduates or to a computer?, Emily Riehl | LMS

Could ∞-category theory be taught to undergraduates or to a computer?, Emily Riehl | LMS

Abstract: While the last decades have seen considerable advances in our understanding of ∞-category theory, experts in the field ...