International audienceWe study linear responses to metric perturbation in two-dimensional topological systems based on the Dirac fermion formalism. We introduce a novel quantity, Hall viscosity to particle density ratio, which is analogous to the viscosity to entropy ratio suggested by AdS/CFT correspondence. This quantity corresponds to the filling fraction which characterizes the quantum Hall states, and hence it could be discussed in Haldane’s zero-field quantum Hall system. We also consider dissipationless viscosity in the time reversal invariant quantum spin Hall system, which is a spin analog of the Hall viscosity
We study the transport properties of topological insulators, encoding them in a generating functiona...
localized states. A plateau will appear when the Fermi level happens lying in localized regions. Pro...
The discontinuity of guiding-center Hall viscosity (a bulk property) at the edges of incompressible ...
International audienceWe study linear responses to metric perturbation in two-dimensional topologica...
We investigate the relationship between Hall viscosity, spin density and response to geometric torsi...
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...
Hall viscosity, also known as the Lorentz shear modulus, has been proposed as a topological property...
Inspired by recent experiments on graphene, we examine the nondissipative viscoelastic response of a...
The quantum Hall liquid is a novel state of matter with profound emergent properties such as fractio...
Topological states of matter in two-dimensional systems are characterised by the different propertie...
Integer and fractional quantum Hall phases are prototypical examples of topologically ordered phases...
We present a theoretical analysis of two-dimensional Dirac-Rashba systems in the presence of disorde...
The nondissipative (Hall) viscosity is known to play an interesting role in two-dimensional (2D) top...
The fractional quantum Hall effect (FQHE) is the archetype of the strongly correlated systems and th...
We study the transport properties of topological insulators, encoding them in a generating functiona...
localized states. A plateau will appear when the Fermi level happens lying in localized regions. Pro...
The discontinuity of guiding-center Hall viscosity (a bulk property) at the edges of incompressible ...
International audienceWe study linear responses to metric perturbation in two-dimensional topologica...
We investigate the relationship between Hall viscosity, spin density and response to geometric torsi...
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...
Hall viscosity, also known as the Lorentz shear modulus, has been proposed as a topological property...
Inspired by recent experiments on graphene, we examine the nondissipative viscoelastic response of a...
The quantum Hall liquid is a novel state of matter with profound emergent properties such as fractio...
Topological states of matter in two-dimensional systems are characterised by the different propertie...
Integer and fractional quantum Hall phases are prototypical examples of topologically ordered phases...
We present a theoretical analysis of two-dimensional Dirac-Rashba systems in the presence of disorde...
The nondissipative (Hall) viscosity is known to play an interesting role in two-dimensional (2D) top...
The fractional quantum Hall effect (FQHE) is the archetype of the strongly correlated systems and th...
We study the transport properties of topological insulators, encoding them in a generating functiona...
localized states. A plateau will appear when the Fermi level happens lying in localized regions. Pro...
The discontinuity of guiding-center Hall viscosity (a bulk property) at the edges of incompressible ...