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)
   submitted, arXiv:2409.02220 

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

Others

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

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

PhD Thesis

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