Taichi Yasuda (安田　泰智)

About me

I am a Ph.D. student in mathematics at University of Münster, Germany. My supervisor is Prof. Ralf Schindler. I am from Japan. I am interested in mathematical logic, especially set theory, in particular, descriptive set theory and inner model theory.

Email: tyasuda at uni-muenster dot de
(with the "at" replaced by "@" and the "dot" replaced by a dot)

Address:
Institut für Mathematische Logik und Grundlagenforschung
Fachbereich Mathematik und Informatik der Universität Münster
Einsteinstrasse 62
48149 Münster, Deutschland

Photos

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Published papers and preprints

• \({\bf\mathrm{MM}^{*, ++}_{\mathfrak{c}}}\) in \({\bf\mathbb{P}_{\max}}\) extensions of strong models of determinacy (with Ralf Schindler), submitted. arxiv

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Upcoming schedule

• January 12-17, 2025: Set Theory Meeting at Oberwolfach.
• February 16-22, 2025: Arctic Set Theory Workshop 7.

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Conference talks

• (Invited) June 28 2024: \({\bf\mathrm{MM}^{*, ++}_{\mathfrak{c}}}\) in \({\bf\mathbb{P}_{\max}}\) extensions of strong models of determinacy, "Determinacy, Inner Models and Forcing Axioms" at Erwin Schrödinger Institute, Vienna.

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Seminar talks

• Winter Semester 2023: Towards Martin's Maximum in \(\mathbb{P}_{\max}\) extensions, University of Münster.
• Summer Semester 2024: Sealing for the theory of universally Baire sets, University of Münster.

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Short CV

Here is my full CV (PDF)

• June 14 1999: Born in Japan
• April 2018 - March 2022: Undergraduate studies in mathematics at The University of Tokyo (supervisor: Prof. Toshiyasu Arai)
• October 2022 - February 2024: MSc Mathematics at University of Münster with distinction (mit Auszeichnung), with a scholarship from Deutscher Akademischer Austauschdienst (DAAD), thesis advisor: Prof. Ralf Schindler
• March 2024 - : Ph.D. student with Prof. Ralf Schindler at University of Münster

I was involved in organizing the following conferences:

• September 16-20, 2024: European Set Theory Conference, Münster, Germany.

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Notes

• Personal note for Moschovakis Coding Lemma (Handwritten note): The proof of Moschovakis Coding Lemma and some facts related to it, which might be useful.
• Towards \( \mathrm{MM}^{*, ++}\) in \(\mathbb{P}_{\max}\) extensions (Master Thesis): my master thesis.

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