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Daniel Mathews

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topology

Talk at Knots in Washington 49.75

On 22 April 2022 I gave a (virtual) talk at the 49.75th (!) Knots in Washington conference.

dan 2022-04-222022-08-05 Research Talks No Comments Read more

A Symplectic Basis for 3-manifold Triangulations, AustMS 2021

On 8 December 2021 I gave a (virtual) talk in the Topology session of the 2021 meeting of the Australian Mathematical Society.

dan 2021-12-082021-12-28 Research Talks No Comments Read more

Topology: The shape of space

Monash Open Day in 2020 was a purely online affair, thanks to COVID. I recorded a video talking about Topology: The Shape of Space.

dan 2020-08-302020-11-30 Popular Maths Talks No Comments Read more

Topological entropy: information in the limit of perfect eyesight

Entropy means many different things in different contexts, but there is a wonderful notion of entropy which is purely topological. It only requires a space, and a map on it. It is independent of geometry, or any other arbitrary features — it is a purely intrinsic concept. This notion is known as topological entropy.

dan 2019-01-162020-06-17 Poplular Maths Articles No Comments Read more

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Recent

  • Oklahoma State topology seminar, November 2022
  • Tsinghua topology seminar: A symplectic approach to 3-manifold triangulations and hyperbolic structures
  • Monash topology talk on Symplectic approach to 3-manifold Triangulations, September 2022
  • “There is always room for a new theory in mathematics”: Maryna Viazovska and her mathematics
  • A symplectic basis for 3-manifold triangulations
  • May 12 talk on Maryam Mirzakhani
  • Talk at Knots in Washington 49.75
  • A Symplectic Basis for 3-manifold Triangulations, AustMS 2021
  • Five-minute surrealist antiwar exposition of topological data analysis
  • General tips for studying mathematics
  • Summarise your maths research in one slide, Dan
  • One line Euler line
  • Ptolemy vs Thurston in Hyperbolic Geometry and Topology, AustMS 2020
  • I got problems – congruence problems
  • From Here to Hensel
  • Return of the Euler-Fermat theorem
  • Topology: The shape of space
  • University forever
  • Sitting out the math wars
  • Not human, but inhabited by humans: writing mathematics
  • A-polynomials, Ptolemy varieties, and Dehn filling, Melbourne June 2020
  • Monash topology talk on Circle packings, Lagrangian Grassmannians, and Scattering Diagrams, April 2020
  • A-polynomials, Ptolemy varieties and Dehn filling
  • AustMS 2019 talk on geometry and physics of circle packings
  • The sensitivity conjecture, induced subgraphs of cubes, and Clifford algebras
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