An Efficient Quantum Factoring Algorithm - Quantum Colloquium
Explore a groundbreaking quantum factoring algorithm that outperforms Shor's algorithm, using fewer quantum gates and classical post-processing to factorize large integers more efficiently.
Lifting with Simple Gadgets and Applications to Circuit and Proof Complexity
Explore lifting techniques in circuit and proof complexity, focusing on Cutting Planes measures, communication complexity, and applications to monotone circuits and formulas.
Tight Quantum Time-Space Tradeoffs for Function Inversion
Explore quantum time-space tradeoffs for function inversion, examining classical tradeoffs, circuit complexity, and a generic framework. Delve into proof overviews and multi-instance gains.
The Constant Depth Formula and Partial Function Versions of MCSP are Hard
Explore the complexity of MCSP variants, including partial function and constant depth formula versions, and their implications for circuit lower bounds and computational hardness.
Optimizing Semi-Honest Secure Multiparty Computation for the Internet
Optimizing secure multiparty computation for internet use, focusing on efficiency improvements in BMR protocol and OT-based methods for honest-minority settings.
Quantum Mass Production Theorems - Implementing Multiple Copies of Quantum Circuits
Delve into quantum circuit optimization through mass production theorems, exploring efficient implementations of multiple copies of quantum transformations and their theoretical implications.
A Dogged Pursuit for Satisfaction - Exploring Boolean Satisfiability and Computational Complexity
Delve into the fascinating world of computational complexity as Ryan Williams explores Boolean satisfiability, algorithm optimization, and groundbreaking discoveries in fine-grained complexity theory and circuit analysis.
Shallow Quantum Circuits: Unconditional Separations Between Quantum and Classical Computing
Delve into quantum circuit complexity, exploring unconditional separations between quantum and classical computing, with practical circuit construction techniques and sampling distribution analysis.
Computing Majority of N Using Majority-K Circuits with Logarithmic Depth
Delve into probabilistic constructions and computational complexity, exploring Valiant's theorem on majority functions using Maj-k circuits and their depth analysis.
Complexity Theory Through the Lens of Kolmogorov Complexity - Tutorial 2
Explore complexity theory through Kolmogorov complexity in this mathematical tutorial by Igor Carboni Oliveira, recorded at CIRM's thematic meeting on randomness, information, and complexity.
CS 201 - Introduction to Algorithms - March 14, 2023
Explore advanced computer science concepts with Gal Vardi from Toyota Technological Institute in this UCLA lecture series.