Physics Today
... Schrödinger equation, Erwin Madelung demonstrated that a particular transformation of the wavefunction provides a means of recasting the equation into hydrodynamic form. The corresponding system is a shallow, inviscid fluid layer evolving under the action of surface tension, if one associates the pr ...
... Schrödinger equation, Erwin Madelung demonstrated that a particular transformation of the wavefunction provides a means of recasting the equation into hydrodynamic form. The corresponding system is a shallow, inviscid fluid layer evolving under the action of surface tension, if one associates the pr ...
CHAPTER-5 QUANTUM BEHAVIOR of PARTICLES and the
... understanding of the Heisenberg’s uncertainty principle. In this Chapter we emphasize again such an important principle but from a more physical content background. We consider the diffraction that electrons (or alternatively photons) undergo when passing through a slit, and compare them with the ca ...
... understanding of the Heisenberg’s uncertainty principle. In this Chapter we emphasize again such an important principle but from a more physical content background. We consider the diffraction that electrons (or alternatively photons) undergo when passing through a slit, and compare them with the ca ...
Quantum connection and Poincare19 e--Cartan form
... Some years ago A. Jadczyk and M. M. proposed a covariant formulation of Quantum Mechanics for a scalar particle on a curved spacetime with absolute time, based on non standard methods such as fibred manifolds, jet spaces, non–linear connections, systems of connections, cosymplectic structures and Fr ...
... Some years ago A. Jadczyk and M. M. proposed a covariant formulation of Quantum Mechanics for a scalar particle on a curved spacetime with absolute time, based on non standard methods such as fibred manifolds, jet spaces, non–linear connections, systems of connections, cosymplectic structures and Fr ...
Quantum Processes and Functional Geometry: New Perspectives in
... assigning any kind of smooth geometric notion like the distance function, or orthogonality in the neuromanifold. For applying quantum filed theoretic model to memory function or spontaneous symmetry breaking, one needs to construct space-time geometry in Minkowskian sense over this neuromanifold. Pe ...
... assigning any kind of smooth geometric notion like the distance function, or orthogonality in the neuromanifold. For applying quantum filed theoretic model to memory function or spontaneous symmetry breaking, one needs to construct space-time geometry in Minkowskian sense over this neuromanifold. Pe ...
`Holography` without gravity: Phases of matter which are
... 1. if G ⊃ U (1), EM response. quantized. [think: integer quantum hall] Without a U(1), we need something else. (And two states with the same quantized EM response may be distinct for some other reason.) 2. What happens if you gauge G? In general this produces a new state, with TO (or gapless). That ...
... 1. if G ⊃ U (1), EM response. quantized. [think: integer quantum hall] Without a U(1), we need something else. (And two states with the same quantized EM response may be distinct for some other reason.) 2. What happens if you gauge G? In general this produces a new state, with TO (or gapless). That ...
Quantum Computation with Topological Phases of Matter
... symmetry breaking phase transitions which applies to phases with topological excitations described by quantum groups or modular tensor categories. This enables us to deal with phases whose quasiparticles have non-integer quantum dimensions and obey braid statistics. Many examples of such phases can ...
... symmetry breaking phase transitions which applies to phases with topological excitations described by quantum groups or modular tensor categories. This enables us to deal with phases whose quasiparticles have non-integer quantum dimensions and obey braid statistics. Many examples of such phases can ...
Quantum Mechanics - Nanyang Technological University
... Meeting in Brussels in 1927, much of the groundwork had been done. Those two years are perhaps the most dynamic years in the history of science. When we now look back at Quantum Mechanics ninety years later, we find that it forms the ground for fundamental physics as well as for most of the many new ...
... Meeting in Brussels in 1927, much of the groundwork had been done. Those two years are perhaps the most dynamic years in the history of science. When we now look back at Quantum Mechanics ninety years later, we find that it forms the ground for fundamental physics as well as for most of the many new ...
Davies Maps - Fernando Brandao
... (most general Markovian and time homogeneous q. master equation) completely positive trace-preserving map: fixed point: How fast does it converge? Determined by gap of of Lindbladian ...
... (most general Markovian and time homogeneous q. master equation) completely positive trace-preserving map: fixed point: How fast does it converge? Determined by gap of of Lindbladian ...
