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Query-to-Communication Lifting for BPP 28:40
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On A Composition Theorem For Randomized Query Complexity Information Guide

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Details A Tight Composition Theorem for the Randomized Query Complexity of Partial Functions Guide
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Details Strong Direct Sum for Randomized Query Complexity Update
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Quantum query complexity: Adversaries, polynomials and direct product theorems - Jérémie Roland
Quantum query complexity: Adversaries, polynomials and direct product theorems - Jérémie Roland
QIP2021 | An Optimal Separation of Randomized and Quantum Query Complexity (Pei Wu)
QIP2021 | An Optimal Separation of Randomized and Quantum Query Complexity (Pei Wu)
Composition Theorem for Conical Juntas with Applications to Query and Communication Complexity
Composition Theorem for Conical Juntas with Applications to Query and Communication Complexity
Or Meir: KRW composition theorems via lifting
Or Meir: KRW composition theorems via lifting
June 3, 2020: Shalev Ben-David - Forecasting algorithms: a new approach to randomized lower bounds
June 3, 2020: Shalev Ben-David - Forecasting algorithms: a new approach to randomized lower bounds
A New Minimax Theorem for Randomized Algorithms
A New Minimax Theorem for Randomized Algorithms
QIP2021 | k-Forrelation Optimally Separates Quantum and Classical Query Complexity (Makrand Sinha)
QIP2021 | k-Forrelation Optimally Separates Quantum and Classical Query Complexity (Makrand Sinha)
TCS+ Talk: Shalev Ben-David
TCS+ Talk: Shalev Ben-David
Week 1: query complexity basics
Week 1: query complexity basics
5.3. Communication Complexity -- Randomized protocols
5.3. Communication Complexity -- Randomized protocols
Query-to-Communication Lifting for BPP
Query-to-Communication Lifting for BPP

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Last Updated: August 22, 2026

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Information When Is Amplification Necessary for Composition in Randomized Query Complexity Guide
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