The de Broglie-Bohm pilot-wave interpretation
... beable approach can be successfully applied to bosonic quantum field theory, it seems not straightforward to do so for fermionic quantum field theory.” Another adjacent slide has been inserted that could mean there is a solution to this scientific dilemma after all. The de Broglie-Bohm pilot-wave in ...
... beable approach can be successfully applied to bosonic quantum field theory, it seems not straightforward to do so for fermionic quantum field theory.” Another adjacent slide has been inserted that could mean there is a solution to this scientific dilemma after all. The de Broglie-Bohm pilot-wave in ...
(Super) Oscillator on CP (N) and Constant Magnetic Field
... solvability of the oscillator, even after some deformation of the potential breaking the initial symmetry of the system. Particulary, the oscillator remains exactly solvable after coupling to a constant magnetic field, though the latter removes the hidden symmetries of the system. The reduction of t ...
... solvability of the oscillator, even after some deformation of the potential breaking the initial symmetry of the system. Particulary, the oscillator remains exactly solvable after coupling to a constant magnetic field, though the latter removes the hidden symmetries of the system. The reduction of t ...
Unified and Generalized Approach to Quantum Error Correction David Kribs, Raymond Laflamme,
... code subspace C. However, observe that setting k l in Eq. (9) gives the standard error correction condition Eq. (2) with PC Pk . This leads to the following result. Theorem 3 If R; E; A is a correctable triple for some semigroup A defined as above, then P k R; E; Pk APk is a correctable t ...
... code subspace C. However, observe that setting k l in Eq. (9) gives the standard error correction condition Eq. (2) with PC Pk . This leads to the following result. Theorem 3 If R; E; A is a correctable triple for some semigroup A defined as above, then P k R; E; Pk APk is a correctable t ...
Solitonic Effects of the Local Electromagnetic Field on
... given by ǫsjz , and so the total Hamiltonian for N water molecules becomes: HWM = ...
... given by ǫsjz , and so the total Hamiltonian for N water molecules becomes: HWM = ...
Physics Formulary - Home Page of ir. JCA Wevers
... This document contains a 108 page LATEX file which contains a lot equations in physics. It is written at advanced undergraduate/postgraduate level. It is intended to be a short reference for anyone who works with physics and often needs to look up equations. This, and a Dutch version of this file, ( ...
... This document contains a 108 page LATEX file which contains a lot equations in physics. It is written at advanced undergraduate/postgraduate level. It is intended to be a short reference for anyone who works with physics and often needs to look up equations. This, and a Dutch version of this file, ( ...
Physics Formulary
... It can also be obtained on the WWW. See http://www.xs4all.nl/˜johanw/index.html, where also a Postscript version is available. If you find any errors or have any comments, please let me know. I am always open for suggestions and possible corrections to the physics formulary. This document is Copyrig ...
... It can also be obtained on the WWW. See http://www.xs4all.nl/˜johanw/index.html, where also a Postscript version is available. If you find any errors or have any comments, please let me know. I am always open for suggestions and possible corrections to the physics formulary. This document is Copyrig ...
Spin Transverse Force on Spin Current in an Electric Field
... electron spin does not vary with time as it is an energy eigenstate of the system, as discussed by Datta and Das [2]. In this case the spin current hjzs i carried by the electron is always zero and the spin transverse force is zero. Thus hvy it 0. If the initial state is along the spin z direction ...
... electron spin does not vary with time as it is an energy eigenstate of the system, as discussed by Datta and Das [2]. In this case the spin current hjzs i carried by the electron is always zero and the spin transverse force is zero. Thus hvy it 0. If the initial state is along the spin z direction ...
Standard and derived Planck quantities
... motivated by the post-quantum field theory expectation of a quantum gravity theory. Apart from defining fundamental scales of length, mass, and time due to fundamental quantum gravitational constraints on space-time and matter, such an encompassing theory can be expected to provide a basis for micro ...
... motivated by the post-quantum field theory expectation of a quantum gravity theory. Apart from defining fundamental scales of length, mass, and time due to fundamental quantum gravitational constraints on space-time and matter, such an encompassing theory can be expected to provide a basis for micro ...
Defining and Measuring Multi-partite Entanglement
... it is possible to achieve at least the same as with m partitions. This can be seen by taking two of the m partitions and considering them as a single partition. This procedure may be useful in determining suitable states for many party quantum communication, which may use more than just bipartite en ...
... it is possible to achieve at least the same as with m partitions. This can be seen by taking two of the m partitions and considering them as a single partition. This procedure may be useful in determining suitable states for many party quantum communication, which may use more than just bipartite en ...
Beyond Effective Potential via Variational Perturbation Theory
... in which one is interested into a power series of the coupling constant. However, the convergence of a perturbation expansion is not at all a trivial issue. Indeed, it turns out that most perturbation series are divergent, i.e. their convergence radius vanishes. This divergence of perturbation serie ...
... in which one is interested into a power series of the coupling constant. However, the convergence of a perturbation expansion is not at all a trivial issue. Indeed, it turns out that most perturbation series are divergent, i.e. their convergence radius vanishes. This divergence of perturbation serie ...