We investigate the relationship between Hall viscosity, spin density and response to geometric torsion. For the most general effective action for relativistic gapped systems, the presence of non-universal terms implies that there is no relationship between tor-sion response and Hall viscosity. We also consider free relativistic and non-relativistic microscopic actions and again verify the existence of analogous non-universal couplings. Explicit examples demonstrate that torsion response is unrelated to both Hall viscosity and spin density. We also argue that relativistic gapped theories must have vanishing Hall viscosity in Lorentz invariant vacuums.
In metallic samples of small enough size and sufficiently strong momentum-conserving scattering, the...
In metallic samples of small enough size and sufficiently strong momentum-conserving scattering, the...
We study the spontaneous parity breaking and generating of Hall viscosity and angular momentum in ho...
International audienceWe study linear responses to metric perturbation in two-dimensional topologica...
We study the transport properties of topological insulators, encoding them in a generating functiona...
Abstract Using the second law of local thermodynamics and the first-order Palatini formalism, we for...
We use the holographic approach to compare the Hall viscosity η_H and the angular momentum density J...
We use the holographic approach to compare the Hall viscosity η[subscript H] and the angular momentu...
This dissertation studies quantum entanglement in relation to the geometric response known as Hall v...
In this thesis we characterize various topological phases of matter by studying their response to ex...
Inspired by recent experiments on graphene, we examine the nondissipative viscoelastic response of a...
We present a theoretical analysis of two-dimensional Dirac-Rashba systems in the presence of disorde...
Hall viscosity, also known as the Lorentz shear modulus, has been proposed as a topological property...
We consider the equilibrium partition function of an ideal gas of Dirac fermions minimally coupled t...
We study the spontaneous parity breaking and generating of Hall viscosity and angular momentum in ho...
In metallic samples of small enough size and sufficiently strong momentum-conserving scattering, the...
In metallic samples of small enough size and sufficiently strong momentum-conserving scattering, the...
We study the spontaneous parity breaking and generating of Hall viscosity and angular momentum in ho...
International audienceWe study linear responses to metric perturbation in two-dimensional topologica...
We study the transport properties of topological insulators, encoding them in a generating functiona...
Abstract Using the second law of local thermodynamics and the first-order Palatini formalism, we for...
We use the holographic approach to compare the Hall viscosity η_H and the angular momentum density J...
We use the holographic approach to compare the Hall viscosity η[subscript H] and the angular momentu...
This dissertation studies quantum entanglement in relation to the geometric response known as Hall v...
In this thesis we characterize various topological phases of matter by studying their response to ex...
Inspired by recent experiments on graphene, we examine the nondissipative viscoelastic response of a...
We present a theoretical analysis of two-dimensional Dirac-Rashba systems in the presence of disorde...
Hall viscosity, also known as the Lorentz shear modulus, has been proposed as a topological property...
We consider the equilibrium partition function of an ideal gas of Dirac fermions minimally coupled t...
We study the spontaneous parity breaking and generating of Hall viscosity and angular momentum in ho...
In metallic samples of small enough size and sufficiently strong momentum-conserving scattering, the...
In metallic samples of small enough size and sufficiently strong momentum-conserving scattering, the...
We study the spontaneous parity breaking and generating of Hall viscosity and angular momentum in ho...