Research interests

• Unstable and stable motivic homotopy theory.
• Variants of algebraic K-theory.
• Higher algebra in general.

Preprints and publications

• The real Betti realization of very effective Hermitian K-theory, arXiv:2610.20688, accepted for publication in J. Inst. Math. Jussieu.
• The real and complex Betti realizations of motivic multiplicative Thom spectra, arXiv:2505.07297.
• Realization of saturated transfer systems on cyclic groups of order \(p^nq^m\) by linear isometries \(\mathcal{N}_\infty\)-operads, J. Homotopy Relat. Struct, July 2025 (or arXiv:2311.01608, November 2023).
• When equivariant homotopy theory meets combinatorics, Pittsburgh Interdiscip. Math. Rev., vol. 3, pp. 1–27, Jul. 2025.

Notes

• On the real realization of the motivic spectrum ko (Master’s thesis). Poster
• The basics of \(\mathbb{A}^1\)-homotopy theory and motivic Postnikov towers (Semester project).
• Model categories and homotopy: the example of topological spaces and simplicial sets (Bachelor’s thesis).