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STOC 2021 - k-Forrelation Optimally Separates Quantum and Classical Query Complexity
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STOC 2021 - k-Forrelation Optimally Separates Quantum and Classical Query Complexity

STOC 2021 - k-Forrelation Optimally Separates Quantum and Classical Query Complexity

Read more details and related context about STOC 2021 - k-Forrelation Optimally Separates Quantum and Classical Query Complexity.

QIP2021 | k-Forrelation Optimally Separates Quantum and Classical Query Complexity (Makrand Sinha)

QIP2021 | k-Forrelation Optimally Separates Quantum and Classical Query Complexity (Makrand Sinha)

Authors: Makrand Sinha and Nikhil Bansal Affiliations: CWI Amsterdam CWI Amsterdam and TU Eindhoven Abstract Aaronson ...

k-Forrelation Optimally Separates Quantum and Classical Query Complexity

k-Forrelation Optimally Separates Quantum and Classical Query Complexity

Read more details and related context about k-Forrelation Optimally Separates Quantum and Classical Query Complexity.

Jan12 Andris Ambainis.Forrelation: A Problem that Optimally Separates Quantum from Classical Comp..

Jan12 Andris Ambainis.Forrelation: A Problem that Optimally Separates Quantum from Classical Comp..

QIP 2016, Banff, 10-16 January 2016 Date: Jan 12 2016 Title: "

STOC 2021 - When is Approximate Counting for Conjunctive Queries Tractable?

STOC 2021 - When is Approximate Counting for Conjunctive Queries Tractable?

Read more details and related context about STOC 2021 - When is Approximate Counting for Conjunctive Queries Tractable?.

STOC24 4 B 2 Quantum and classical query complexities of functions of matrices

STOC24 4 B 2 Quantum and classical query complexities of functions of matrices

Read more details and related context about STOC24 4 B 2 Quantum and classical query complexities of functions of matrices.

Quick explanation and detailed calculation of Quantum Forrelation

Quick explanation and detailed calculation of Quantum Forrelation

Read more details and related context about Quick explanation and detailed calculation of Quantum Forrelation.

STOC 2021 -  Statistical Query Complexity of Manifold Estimation

STOC 2021 - Statistical Query Complexity of Manifold Estimation

Hi i'm eddie amari and i'm going to talk about the statistical

STOC 2021 - A full complexity dichotomy for immanant families

STOC 2021 - A full complexity dichotomy for immanant families

Read more details and related context about STOC 2021 - A full complexity dichotomy for immanant families.

STOC 2022 -  The Query Complexity of Certification

STOC 2022 - The Query Complexity of Certification

Read more details and related context about STOC 2022 - The Query Complexity of Certification.