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Yuno Suzuki

鈴木 唯乃

they/them

Email: yuno.suzuki.05 [at] gmail.com

About

I am a third-year undergraduate student at Tokyo University of Science. My main interest lies in stable homotopy theory, particularly higher semiadditivity, synthetic and filtered methods, and algebraic K-theory. I am also interested in equivariant and motivic homotopy theory, as well as cohomology theories in arithmetic geometry.

Notes

These notes are mostly expository and were written for my own understanding.

  • UndatedEnglish

    Notes on the κ-presentability of Bousfield localizations of Sp

    We first review a general result on the κ-presentability of Bousfield localizations of Sp, along with the ℵ₀-presentability of smashing localizations. We then consider examples of spectra E for which the Bousfield localization Sp_E is (i) non-smashing but ℵ₀-presentable, (ii) not ℵ₀-presentable but dualizable, or (iii) not dualizable but ℵ₁-presentable.

Talks

Most of the talks listed below are expository.

  • Introduction to Gestalten

    Categories in Tokyo, 3rd

  • Cohomology theories, motives, and Gestalten

    Kobuchizawa Young Mathematicians' Seminar, 2nd

  • Six-functor formalisms and Gestalten

    Kobuchizawa Young Mathematicians' Seminar, 2nd

  • Introduction to six-functor formalisms

    Kobuchizawa Young Mathematicians' Seminar, 2nd

  • Quasi-coherent sheaves of higher categories, I

    Learning seminar on Gestalten, Keio University

  • Construction of the Diers spectrum

    Kobuchizawa Young Mathematicians' Seminar, 1st

  • A categorical characterization of algebraically closed fields

    Mathematics Enthusiasts' Gathering, 9th

  • Why do we need ∞-categories?

    Online talk

  • Higher semiadditivity of ∞-categories

    Infinity-Category Seminar

  • How to actually compute with spectral sequences, and the viewpoint of filtered spectra

    The University of Tokyo

  • Computing the classical Adams E₂-terms for the 2-local sphere via the May spectral sequence

    数物セミナー合同合宿 Advanced 6th

  • An overview of the computation of the stable homotopy groups of spheres

    第 2 回信州トポロジーの学校, Shinshu University

  • Towards an (∞,1)-categorical syntax-semantics duality

    KADOKAWA DWANGO Educational Institute 研究部

  • Algebraic structures on iterated loop spaces

    KADOKAWA DWANGO Educational Institute 研究部

  • The mathematics of "weak equality": From categories to (∞,1)-categories

    第 43 回数理の翼夏季セミナー

  • From categories to (∞,1)-categories

    KADOKAWA DWANGO Educational Institute 研究部