Research
In recent years, my research has focussed on various aspects of non-equilibrium effective field theories for many-body systems at finite temperature, and connections to gravity within the context of holographic dualities and string theory.
Quantum Chaos
Effective field theory models for describing the emergence of chaos in quantum many-body systems.
Schwinger-Keldysh Hydrodynamics
An effective field theory formalism for hydrodynamics including stochastic fluctuations.
Active Matter
A hydrodynamic framework for describing temperature and energy fluctuations in active or driven systems.
Higher-Form Symmetries
Hydrodynamics of fluids with string-like and membrane-like extended conserved quantities.
Approximate Symmetries
Hydrodynamics of fluids with weak or approximate symmetries.
Viscoelasticity and Charge-Density Waves
A hydrodynamic framework to describe out-of-equilibrium phenomena in crystals and solids.
Fractons
A new class of physical systems where excitations are not allowed to move once created.
Magneto-hydrodynamics
Hydrodynamics for astrophysical systems such as solar plasma and black hole accretion disks.
Non-Relativistic Hydrodynamics
A new theoretical approach to non-relativistic fluids starting from relativistic fluids.
Holography
Modelling elusive condensed matter systems using higher-dimensional black holes and Einstein's relativity.
Recent Publications
See my complete list of publications on INSPIRE-HEP database or Google Scholar.
