preskill-ARO-2013 - Caltech Particle Theory
... - Quantum algorithms for simulating particle collisions in fermionic quantum field theories. - Proposed quantum-resistant cryptosystem based on hardness of solving systems of quadratic equations. - Quantum circuit obfuscation schemes based on the connections between quantum circuits and braids. - Ef ...
... - Quantum algorithms for simulating particle collisions in fermionic quantum field theories. - Proposed quantum-resistant cryptosystem based on hardness of solving systems of quadratic equations. - Quantum circuit obfuscation schemes based on the connections between quantum circuits and braids. - Ef ...
The Parallel Development of Matrix and Wave Mechanics
... that some subjects will not be extensively treated, they will however be discussed sufficiently enough to understand the main subject. The focus will be on founding papers of wave and matrix mechanics, avoiding later discussions and additions in the further development of a formalization of quantum ...
... that some subjects will not be extensively treated, they will however be discussed sufficiently enough to understand the main subject. The focus will be on founding papers of wave and matrix mechanics, avoiding later discussions and additions in the further development of a formalization of quantum ...
hep-th/9303127 PDF
... discretization become irrelevant and a continuum theory can be constructed. This lattice approach has been much successful for studying ordinary relativistic quantum eld theories, such as non-abelian gauge theories, and in some cases to construct them rigorously. When trying to apply these ideas to ...
... discretization become irrelevant and a continuum theory can be constructed. This lattice approach has been much successful for studying ordinary relativistic quantum eld theories, such as non-abelian gauge theories, and in some cases to construct them rigorously. When trying to apply these ideas to ...
Renormalisation of Noncommutative Quantum Field Theory
... in presence of a Neveu-Schwarz B-field was given by Douglas and Hull. Similar effects are obtained in boundary conformal field theory [47]. There are also other noncommutative spaces which arise as limiting cases of string theory [48]. Later, the appearance of noncommutative field theory in the zero ...
... in presence of a Neveu-Schwarz B-field was given by Douglas and Hull. Similar effects are obtained in boundary conformal field theory [47]. There are also other noncommutative spaces which arise as limiting cases of string theory [48]. Later, the appearance of noncommutative field theory in the zero ...
Phase-controlled localization and directed
... separation has been investigated widely in the nearest-neighbor tight binding (NNTB) approximation [5, 26]. More recently, a bipartite optical lattice or double-well train with two different intersite separations has been realized experimentally by superimposing two laser beams with two different wa ...
... separation has been investigated widely in the nearest-neighbor tight binding (NNTB) approximation [5, 26]. More recently, a bipartite optical lattice or double-well train with two different intersite separations has been realized experimentally by superimposing two laser beams with two different wa ...
Effective Field Theories in Cosmology - SUrface
... Given the preponderant role which particle physics plays in our current exploration of the universe, it is not surprising that, over time, techniques that were originally developed in particle physics have been also fruitfully applied in cosmology. A good ...
... Given the preponderant role which particle physics plays in our current exploration of the universe, it is not surprising that, over time, techniques that were originally developed in particle physics have been also fruitfully applied in cosmology. A good ...
Large-N Limit as a Classical Limit: Baryon Two-dimensional QCD and Multi-Matrix Models
... Spectacular experimental discoveries, such as patterns found in the hadronic spectrum [40, 83], electroweak gauge bosons [89], and scaling in deep inelastic scattering [38], parallel the discovery of the detailed orbits of planets and moons, or of discrete atomic spectra. On the other hand, equally ...
... Spectacular experimental discoveries, such as patterns found in the hadronic spectrum [40, 83], electroweak gauge bosons [89], and scaling in deep inelastic scattering [38], parallel the discovery of the detailed orbits of planets and moons, or of discrete atomic spectra. On the other hand, equally ...
Sharp Tunneling Peaks in a Parametric Oscillator: Quantum Resonances Missing
... function Qð; gÞ that describes the classical Hamiltonian trajecð2Þ tory with given g; ð1Þ p , p , and are the real and imaginary periods and the pole of Qð; gÞ, respectively. The color coding is ~ C~arc , and C~0 are the maps of the the same as in (a). The lines C, corresponding contours in ( ...
... function Qð; gÞ that describes the classical Hamiltonian trajecð2Þ tory with given g; ð1Þ p , p , and are the real and imaginary periods and the pole of Qð; gÞ, respectively. The color coding is ~ C~arc , and C~0 are the maps of the the same as in (a). The lines C, corresponding contours in ( ...
Infrared and ultraviolet cutoffs of quantum field theory
... electron would slightly modify the energy levels of the hydrogen atom. Given the extraordinary agreement between theory and the experimental measurement of the Lamb shift (one part in 105 [15,3]), one has µ < 10−6 − 10−7 eV. Therefore, an identification of the scale µ which parametrizes the Lorentz ...
... electron would slightly modify the energy levels of the hydrogen atom. Given the extraordinary agreement between theory and the experimental measurement of the Lamb shift (one part in 105 [15,3]), one has µ < 10−6 − 10−7 eV. Therefore, an identification of the scale µ which parametrizes the Lorentz ...
(2)
... the dynamics of an ensemble of trajectories is followed to represent the coupled evolution of the quantum system and bath. Typically, the classical degrees of freedom evolve by Newton’s equations of motion on adiabatic energy surfaces; the evolution is interrupted by ‘‘hops’’ to other adiabatic surf ...
... the dynamics of an ensemble of trajectories is followed to represent the coupled evolution of the quantum system and bath. Typically, the classical degrees of freedom evolve by Newton’s equations of motion on adiabatic energy surfaces; the evolution is interrupted by ‘‘hops’’ to other adiabatic surf ...
Composite systems and their representation in quantum and
... 1) Despite Schumacher’s argument, it is indeed still the case that quantum mechanics is non-local in the sense that some quantum correlations cannot be given a factorisable form in terms of local correlations. 2) The argument is not logically weaker than standard derivations of Bell’s theorem. For a ...
... 1) Despite Schumacher’s argument, it is indeed still the case that quantum mechanics is non-local in the sense that some quantum correlations cannot be given a factorisable form in terms of local correlations. 2) The argument is not logically weaker than standard derivations of Bell’s theorem. For a ...
master equation for state occupancies of an open quantum system 121
... (10) is exact and can be used for a further reduction to the master equation for state occupancies. Before, however, we show how master equation (10) is transformed into a set of kinetic equations, where the transitions are specified by the only rate constants. To this end, let us consider the Born ...
... (10) is exact and can be used for a further reduction to the master equation for state occupancies. Before, however, we show how master equation (10) is transformed into a set of kinetic equations, where the transitions are specified by the only rate constants. To this end, let us consider the Born ...
Multidimensional Hypergeometric Functions in Conformai Field
... equation which is described in terms of representation theory and is known in CFT as the Knizhnik-Zàmolodchikov equation. The branching of such integrals is described in terms of quantum groups corresponding to Kac-Moody algebras. The appearance of these integrals in physical models isn't surprising ...
... equation which is described in terms of representation theory and is known in CFT as the Knizhnik-Zàmolodchikov equation. The branching of such integrals is described in terms of quantum groups corresponding to Kac-Moody algebras. The appearance of these integrals in physical models isn't surprising ...
Spinning Strings and Integrable Spin Chains in the AdS/CFT Correspondence Jan Plefka
... strongly hinders any dynamical tests (or even a proof) of the AdS/CFT conjecture in regimes that are not protected by the large amount of symmetry in the problem. This situation has profoundly changed since 2002 by performing studies of the correspondence in novel limits where quantum numbers (such ...
... strongly hinders any dynamical tests (or even a proof) of the AdS/CFT conjecture in regimes that are not protected by the large amount of symmetry in the problem. This situation has profoundly changed since 2002 by performing studies of the correspondence in novel limits where quantum numbers (such ...
E.T.WHITTAKER`S QUANTUM FORMALISM
... Near the end of that volume Whittaker departs from his self-imposed time frame to allude (at page 279) to some quantum mechanical work which he himself published in . As it happens, I had come quite by accident upon the paper in question5 in , had recognized its relevance to my then on-going ...
... Near the end of that volume Whittaker departs from his self-imposed time frame to allude (at page 279) to some quantum mechanical work which he himself published in . As it happens, I had come quite by accident upon the paper in question5 in , had recognized its relevance to my then on-going ...
