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Department of Applied Mathematics and Theoretical Physics

Publications

The Lorentzian geometry of relaxation
L Gavassino
(2026)
Diffusion Equation Is Compatible with Special Relativity
L Gavassino
– Physical Review Letters
(2026)
137,
022302
Quasinormal modes of relativistic Fokker-Planck kinetic theory
L Gavassino
– Physical Review D
(2026)
114,
014018
How Lorentz Boosts Reshape Relaxation Spectra
L Gavassino
– Physical Review Letters
(2026)
137,
022301
Lorentz-boosted diffusion: Initial value formulation and exact solutions
L Gavassino
– Physical Review D
(2026)
113,
114038
Initial data of effective field theories of relativistic viscous fluids and gravity
L Gavassino, ÁD Kovács, HS Reall
– Physical Review D
(2026)
113,
124022
Hydrodynamics without a relaxation gap: memory effects, nonlocality, and superdiffusion
L Gavassino, S Mitra, R Singh
(2026)
How acausal equations emerge from causal dynamics
L Gavassino
(2026)
Exact interpolation between Fick and Cattaneo diffusion in relativistic kinetic theory
L Gavassino
(2026)
Thermoelectric Conduction in General Relativity: A Causal, Stable, and Well-Posed Theory.
L Gavassino
– Phys Rev Lett
(2026)
136,
121402
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Research Group

Relativity and Gravitation

Room

B1.11

Telephone

01223 337941