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Articles (13)

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1-10 of 13 results for Weihrauch reducibility

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Select article: Weihrauch and constructive reducibility between existence statements

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Research article

First published 2021-1-20

Weihrauch and constructive reducibility between existence statements

Makoto Fujiwara

Computability

Select article: Cardinal invariants,non-lowness classes,and Weihrauch reducibility

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Research article

First published 2019-9-20

Cardinal invariants,non-lowness classes,and Weihrauch reducibility

Noam Greenberg, Rutger Kuyper, Dan Turetsky

Computability

Select article: Forests describing Wadge degrees and topological Weihrauch degrees of certain classes of functions and relations

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Research article

First published 2020-8-3

Forests describing Wadge degrees and topological Weihrauch degrees of certain classes of functions and relations

Peter Hertling

Computability

Select article: Compositions of multivalued functions

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Research article

First published 2020-8-3

Compositions of multivalued functions

Jun Le Goh

Computability

Select article: There is no composition in the [strong] computable reducibility degrees

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Research article

First published 2025-11

There is no composition in the [strong] computable reducibility degrees

Daniel S Mourad

Computability

Select article: On the Weihrauch degree of the additive Ramsey theorem

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Research article

First published 2024-11-28

On the Weihrauch degree of the additive Ramsey theorem

Arno Pauly, Cécilia Pradic, Giovanni Soldà

Computability

Select article: Overt choice

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Research article

First published 2020-8-3

Overt choice

Matthew de Brecht, Arno Pauly, Matthias Schröder

Computability

Select article: Banach’s theorem in higher-order reverse mathematics

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Research article

First published 2023-11-13

Banach’s theorem in higher-order reverse mathematics

Jeffry L. Hirst, Carl Mummert

Computability

Select article: Weihrauch degrees without roots

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Research article

First published 2025-2

Weihrauch degrees without roots

Patrick Uftring

Computability

Select article: On the existence of a connected component of a graph

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Research article

First published 2015-7

On the existence of a connected component of a graph

Kirill Gura, Jeffry L. Hirst, Carl Mummert

Computability

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