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Kenshi Miyabe

宮部賢志(ミヤベケンシ)

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Author: miyabe

Posted on August 26, 2025August 26, 2025

Solovay reducibility for computably approximable reals

News
26 Aug, 2025: New page

Title
Solovay reducibility for computably approximable reals

Type
Workshop on Logic and Computation
28-31 Aug, 2025 @ Beijing Institute of Mathematical Sciences and Applications
webpage1
webpage2

Download
Almost the same as the talk at the last June at Bordeaux.

Posted on August 26, 2025August 26, 2025

Can AI be a mathematician?

News
26 Aug, 2025: New page

Title
Can AI be a mathematician?

Type
Summer seminar organized by the School of Science and Technology, Meiji University, for Meiji University affiliated schools.
Monday, August 25, 2025 @ Meiji University Ikuta Campus

Download
summer2-small

Posted on June 14, 2025

Solovay reducibility for computably approximable reals

News
14 June, 2025: New page

Title
Solovay reducibility for computably approximable reals

Type
CCR 2025 : Computability, Complexity and Randomness & Journées Calculabilités
16-20 Jun 2025 Bordeaux (France)
invited talk

Download
ccr2025-summary
ccr2025-slide

Posted on May 23, 2025May 24, 2025

Real closed fields via strong Solovay reducibility

News
23 May 2025, Accepted
26 Apr 2025, New preprint
26 Dec 2024, New Page

Title
Real closed fields via strong Solovay reducibility
Masahiro Kumabe, Kenshi Miyabe, and Toshio Suzuki

Type
Research paper

Journal
Accepted by Computability on 23 May, 2025

Download
preprint

Posted on May 2, 2025May 5, 2025

Quantifier Variations in Solovay Reducibility

News
2 May, 2025: New page

Title
Quantifier Variations in Solovay Reducibility

Type
American Mathematical Society 2025 Spring Western Sectional Meeting
San Luis Obispo, CA – California Polytechnic, San Luis Obispo, CA
May 3-4, 2025 (Saturday – Sunday)
Special Session on Logic and Analysis, III

Download
abstract
slide

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The website of Miyabe Lab contains information about teaching in Japanese.

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  • Solovay reducibility for computably approximable reals
  • Can AI be a mathematician?
  • Solovay reducibility for computably approximable reals
  • Real closed fields via strong Solovay reducibility
  • Quantifier Variations in Solovay Reducibility

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