Topic Brief: The thin tree conjecture (in one form) states that for any $k$-connected graph, there exists a spanning tree that is ``thin'' in the ... This lecture was part of the Thematic Programme on "Differential Complexes: Theory, Discretization, and Applications" held at the ...

Solving Hard Cut Problems Via 18904 -

The thin tree conjecture (in one form) states that for any $k$-connected graph, there exists a spanning tree that is ``thin'' in the ... This lecture was part of the Thematic Programme on "Differential Complexes: Theory, Discretization, and Applications" held at the ... A General Fine-Grained Reduction Theory for Effect Handlers (Video, ICFP 2023) Filip Sieczkowski, Mateusz Pyzik, and Dariusz ...

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  • The thin tree conjecture (in one form) states that for any $k$-connected graph, there exists a spanning tree that is ``thin'' in the ...
  • This lecture was part of the Thematic Programme on "Differential Complexes: Theory, Discretization, and Applications" held at the ...
  • A General Fine-Grained Reduction Theory for Effect Handlers (Video, ICFP 2023) Filip Sieczkowski, Mateusz Pyzik, and Dariusz ...
  • Authors:amir Abboud, Nathan Wallheimer (Weizmann Institute) ITCS - Innovations in Theoretical Computer Science.
  • Abstract: Joint work with Eunjung Kim, Stefan Kratsch and Marcin Pilipczuk.

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2020.07.28, Eun Jung Kim (김은정), Solving hard cut problems via flow-augmentation

2020.07.28, Eun Jung Kim (김은정), Solving hard cut problems via flow-augmentation

IBS Discrete Mathematics Group Discrete Math Seminar Eun Jung Kim (김은정),

Solving hard cut problems via flow augmentation - Magnus Wahlström (Royal Holloway)

Solving hard cut problems via flow augmentation - Magnus Wahlström (Royal Holloway)

Abstract: Joint work with Eunjung Kim, Stefan Kratsch and Marcin Pilipczuk. I present a procedure for what we call flow ...

Neil Olver: Thin Trees for Structured Families

Neil Olver: Thin Trees for Structured Families

The thin tree conjecture (in one form) states that for any $k$-connected graph, there exists a spanning tree that is ``thin'' in the ...

[ICFP'23] A General Fine-Grained Reduction Theory for Effect Handlers

[ICFP'23] A General Fine-Grained Reduction Theory for Effect Handlers

A General Fine-Grained Reduction Theory for Effect Handlers (Video, ICFP 2023) Filip Sieczkowski, Mateusz Pyzik, and Dariusz ...

L18: More complex reductions

L18: More complex reductions

Read more details and related context about L18: More complex reductions.

Worst-Case to Expander-Case Reductions

Worst-Case to Expander-Case Reductions

Authors:amir Abboud, Nathan Wallheimer (Weizmann Institute) ITCS - Innovations in Theoretical Computer Science.

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Davidson CSC 383: Algorithmic Game Theory, S23. Week 14 - Wednesday.

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AI just disproved the biggest math conjecture so far

Read more details and related context about AI just disproved the biggest math conjecture so far.

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Terence Tao: The Erdős Discrepancy Problem

Read more details and related context about Terence Tao: The Erdős Discrepancy Problem.

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Ari Stern - HDG methods in finite element exterior calculus

This lecture was part of the Thematic Programme on "Differential Complexes: Theory, Discretization, and Applications" held at the ...