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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation Ideals, determinants, and straightening by Robert Andrews, University of Illinois at Urbana Champagne
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All rights reserved Date Created
July 7th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation Lower bounds for symmetric arithmetic circuits by Anuj Dawar, University of Cambridge
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July 7th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation
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All rights reserved Date Created
July 6th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation The minimum circuit size problem is hard for sum of squares KTH Royal Institute of Technology Kilian Risse
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July 5th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation On the range avoidance problem for circuits University of Oxford Hanlin Ren
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July 5th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation Learning from equivalence queries and
unprovability of circuit upper bounds University of Warwick Igor Oliveira
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All rights reserved Date Created
July 5th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation Survey on meta complexity Oxford University Rahul Santhanam
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July 5th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation Connections between total search and lower bounds Columbia university, US Oliver Korten
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All rights reserved Date Created
July 4th, 2022
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Mathematical Approaches to Lower Bounds: Complexity of Proofs and Computation TFNP: Collapses, separations, and characterization EPFL Swisserland Mika Goos
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All rights reserved Date Created
July 4th, 2022
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Subtitles will be added soon. Thursday 25 November 2021 Marcy Robertson (Melbourne, Australia) A topological characterization of the Kashiwara-Vergne groups
Publisher
Liam Holligan Licence Type
All rights reserved Language
English Date Created
November 25th, 2021 Retain Source File
Yes
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7-11 June 2021, GAGTA 14 2021 Markus Lohrey Groups with hard compressed word problems This recording is in the process of being subtitled. Subtitles will be available in due course.
Licence Type
All rights reserved Language
English Date Created
June 9th, 2021
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Recording of Lecture 3, group 2.
Licence Type
All rights reserved The University of Edinburgh
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N/A
Course Code
INFR08025 Licence Type
All rights reserved The University of Edinburgh Language
English
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In the second video, we show how the Tesytin procedure can be implemented elegantly in Haskell.
Course Code
INFR08025 Licence Type
All rights reserved The University of Edinburgh Language
English
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Description Pending
Course Code
INFR08025 Licence Type
All rights reserved The University of Edinburgh Language
English
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Gareth Harrison describes the network connection aspect of the project and offers advice on approaching this effectively.
Course Code
SCEE11014 Publisher
Gareth Harrison Licence Type
Creative Commons - Attribution Non Commercial No Derivatives Language
English Date Created
September 23rd, 2020
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