Difference between revisions of "Karpur Shukla"
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|Biography=I'm a research fellow at the Centre for Mathematical Modelling in Flame University. At present, I'm working on applications of nonequilibrium fluctuation theorems to conformal field theories as well as to physical models of logically reversible computing. Additionally, I'm examining the dynamics and conservation laws of solitons in superconductors and superconducting circuits, with a view towards physical structures that could support reversible computing. | |Biography=I'm a research fellow at the Centre for Mathematical Modelling in Flame University. At present, I'm working on applications of nonequilibrium fluctuation theorems to conformal field theories as well as to physical models of logically reversible computing. Additionally, I'm examining the dynamics and conservation laws of solitons in superconductors and superconducting circuits, with a view towards physical structures that could support reversible computing. | ||
| − | More broadly, my research interests lie at the intersection of topological quantum field theory, finite-temperature and nonequilibrium quantum many-body theory, and quantum condensed matter theory. In particular, I'm deeply interested in the properties of topological quantum field theories at finite temperature and under nonequilibrium conditions, as well as the ways by which they manifest condensed matter systems. I'm especially interested in the analytic and algebraic properties of such models, as well as the kinds of model Hamiltonians that can be constructed to support such models. (These models are | + | More broadly, my research interests lie at the intersection of topological quantum field theory, finite-temperature and nonequilibrium quantum many-body theory, and quantum condensed matter theory. In particular, I'm deeply interested in the properties of topological quantum field theories at finite temperature and under nonequilibrium conditions, as well as the ways by which they manifest condensed matter systems. I'm especially interested in the analytic and algebraic properties of such models, as well as the kinds of model Hamiltonians that can be constructed to support such models. (These models are extremely relevant for topological quantum computing, since these models describe the physics of the systems in which we encode qubits.) I'm also deeply interested in the analytic properties of nonequilibrium Green functions, and their applications to problems in condensed matter systems. |
Before my current appointment, I received my M.Sc. in physics from Carnegie Mellon University in 2016, and my B.Sc. in physics from Carnegie Mellon University in 2014. There, I worked on optoelectronic phenomena on the surfaces of topological insulators; in particular examining phenomena such as the photogalvanic effect on the surfaces of topological insulators at zero and finite temperature. | Before my current appointment, I received my M.Sc. in physics from Carnegie Mellon University in 2016, and my B.Sc. in physics from Carnegie Mellon University in 2014. There, I worked on optoelectronic phenomena on the surfaces of topological insulators; in particular examining phenomena such as the photogalvanic effect on the surfaces of topological insulators at zero and finite temperature. | ||
|Fields of Research=General Non-equilibrium Statistical Physics; Logically Reversible Computing; Quantum Thermodynamics and Information Processing | |Fields of Research=General Non-equilibrium Statistical Physics; Logically Reversible Computing; Quantum Thermodynamics and Information Processing | ||
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Revision as of 12:42, July 26, 2018
Biography: I'm a research fellow at the Centre for Mathematical Modelling in Flame University. At present, I'm working on applications of nonequilibrium fluctuation theorems to conformal field theories as well as to physical models of logically reversible computing. Additionally, I'm examining the dynamics and conservation laws of solitons in superconductors and superconducting circuits, with a view towards physical structures that could support reversible computing.
More broadly, my research interests lie at the intersection of topological quantum field theory, finite-temperature and nonequilibrium quantum many-body theory, and quantum condensed matter theory. In particular, I'm deeply interested in the properties of topological quantum field theories at finite temperature and under nonequilibrium conditions, as well as the ways by which they manifest condensed matter systems. I'm especially interested in the analytic and algebraic properties of such models, as well as the kinds of model Hamiltonians that can be constructed to support such models. (These models are extremely relevant for topological quantum computing, since these models describe the physics of the systems in which we encode qubits.) I'm also deeply interested in the analytic properties of nonequilibrium Green functions, and their applications to problems in condensed matter systems.
Before my current appointment, I received my M.Sc. in physics from Carnegie Mellon University in 2016, and my B.Sc. in physics from Carnegie Mellon University in 2014. There, I worked on optoelectronic phenomena on the surfaces of topological insulators; in particular examining phenomena such as the photogalvanic effect on the surfaces of topological insulators at zero and finite temperature.
Field(s) of Research: General Non-equilibrium Statistical Physics, Logically Reversible Computing, Quantum Thermodynamics and Information Processing
