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On The Utility of Fine-Grained Complexity Theory (Dissertation Talk by Manuel Sabin at UC Berkeley)
Polynomial Formulations as a Barrier for Reduction-Based Hardness Proofs
Prof. Virginia Vassilevska Williams (MIT), INSAIT 2022 Conference: Fine-Grained Algorithms...
Circuit Complexity and Connections I
Lecture 5: APSP-Hardness of Negative Triangle Detection
8. Hardness vs. Randomness I
Conditional Hardness and Fine-grained Complexity
Hardness vs. Randomness I: Graduate Complexity Lecture 24 at CMU
A Dogged Pursuit for Satisfaction - Ryan Williams
The Quest for Hardness of Metacomplexity: Progress, Barriers, and Next Steps (Part I)
Dr. Ohad Trabelsi - New Developments in Fine-Grained Complexity
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Last Updated: October 1, 2026
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Andrea Lincoln simons.berkeley.edu/talks/andrea-lincoln-2023-09-25 Nicole Wein (University of Michigan) simons.berkeley.edu/talks/nicole-wein-university-michigan-2023-08-23 Logic and ... Computer Science/Discrete Mathematics Seminar II Topic: Amir Abboud, Weizmann Institute of Science, presents at the DIMACS Tutorial on Polynomial Formulations as a Barrier for Reduction-Based Nick Fischer, Weizmann Institute of Science, presents at the DIMACS Tutorial on Okay so this is a kind of result that's called Ce Jin (MIT), Yinzhan Xu (MIT) simons.berkeley.edu/talks/ce-jin-mit-2023-08-29 Data Structures and Optimization for Fast ... Such results are a part of a growing area called " Rahul Ilango (MIT) simons.berkeley.edu/talks/quest-
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