Research 

I am broadly interested in homotopy theory, particularly on equivariant higher algebra, K-theory, functor calculus, cobordisms, and Poincaré duality spaces. 

Preprints/publications

1. Parametrised presentability over orbital categories
   Applied Categorical Structures,  arXiv:2202.02594

2. Parametrised noncommutative motives and equivariant cubical descent in algebraic K-theory  
   submitted, arXiv:2202.02591 

3. An equivariant generalisation of McDuff-Segal's group completion theorem
   International Mathematics Research Notices 2023,  arXiv:2301.10396

4. Parametrised Poincaré duality and equivariant fixed points methods (j.w. Dominik Kirstein and Christian Kremer)
   submitted, arXiv:2405.17641 

5. Equivariant Poincare duality for cyclic groups of prime order and the Nielsen realisation problem  (j.w. Dominik Kirstein and Christian Kremer)
   to appear in Transactions of the American Mathematical Society, arXiv:2409.02220 

6. Parametrised functor calculus: excision, spheres, and semiadditivity  (j.w. Sil Linskens)
   submitted, arXiv:2410.22327 

7. Poincaré duality pairs of infinity-categories (j.w. Andrea Bianchi, Dominik Kirstein, and Christian Kremer)
   preprint, arXiv:2510.20646 

Others

8. A short note on the Picard group of Segal's C_2-complex K-theory (file) 

9. Genuine Equivariant Hermitian K-theory via Parametrised Homotopy Theory, in preparation 

PhD Thesis

Norms and periodicities in genuine equivariant hermitian K-theory (2022)