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Postdoctoral Researcher

Inria de Saclay
91120 Palaiseau

firstname.lastname@inria.fr
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Bio

I am an Inria postdoctoral researcher in the Quacs group at the LMF. My interests include category theory and its application to problems in physics, particularly quantum theory and models of spacetime.

I completed my DPhil at the University of Oxford. Prior to this I did an MSci in Mathematics at Imperial College London and an MRes in Quantum Technologies at University College London.

Publications

Quantum Theory Can Decohere from a Causally-Indefinite Post-Quantum Theory
With:
Physical Review A, 2026.
Higher-Order Quantum Objects are Strong Profunctors
With:
Preprint, 2026.
Supermaps on generalised theories
With: ,
Preprint, 2026.
A BV-Category of Spacetime Interventions
With:
Preprint, 2025.
A Profunctorial Semantics for Quantum Supermaps
With:
Logic in Computer Science, 2024.
Optics for Premonoidal Categories
With:
Applied Category Theory, 2023.
The Produoidal Algebra of Process Decomposition
With: ,
Computer Science Logic, 2024.
On the Pre- and Promonoidal Structure of Spacetime
With:
Applied Category Theory, 2022.
Coend Optics for Quantum Combs
With:
Applied Category Theory, 2022.
Optimal local unitary encoding circuits for the surface code
With: , , , , ,
In Quantum, 2021.
CPM Categories for Galois Extensions
With:
Quantum Physics and Logic, 2021.
Hyper-decoherence in Density Hypercubes
With:
Quantum Physics and Logic, 2020.