Stationary entanglement and discord for dissipating qubits by local
... Entanglement is a kind of quantum correlation which is known to be key resource of quantum communication and computation [1, 2] and has been verified in such protocols as cryptography [3] and teleportation [4]. Generation and manipulation of the entanglement in quantum systems are the necessary requ ...
... Entanglement is a kind of quantum correlation which is known to be key resource of quantum communication and computation [1, 2] and has been verified in such protocols as cryptography [3] and teleportation [4]. Generation and manipulation of the entanglement in quantum systems are the necessary requ ...
Arguing for an Observational Theory of Paranormal
... non-locality or non-separability of wave functions is best known from the Einstein-Podolsky-Rosen paradox, a gedanken experiment that was originally proposed to show the absurdity of quantum mechanics in 1935. Until 1964 this remained a moot point, as it seemed to have no consequences for experiment ...
... non-locality or non-separability of wave functions is best known from the Einstein-Podolsky-Rosen paradox, a gedanken experiment that was originally proposed to show the absurdity of quantum mechanics in 1935. Until 1964 this remained a moot point, as it seemed to have no consequences for experiment ...
An introduction to quantum probability, quantum mechanics, and
... of classical probability theory that modifies the effects of physical forces. If you have firmly accepted classical probability, it is tempting to suppose that quantum mechanics is a set of probabilistic objects, in effect a special case of probability rather than a generalization. But this is not t ...
... of classical probability theory that modifies the effects of physical forces. If you have firmly accepted classical probability, it is tempting to suppose that quantum mechanics is a set of probabilistic objects, in effect a special case of probability rather than a generalization. But this is not t ...
Information measures of hydrogenic systems, Laguerre polynomials
... with an analytically solvable Schrödinger equation, where the wavefunctions of their physical states are controlled by special functions of mathematical physics (classical orthogonal polynomials, spherical harmonics, Bessel functions, Mcdonald functions, . . .) [11], the basic information-theoretic ...
... with an analytically solvable Schrödinger equation, where the wavefunctions of their physical states are controlled by special functions of mathematical physics (classical orthogonal polynomials, spherical harmonics, Bessel functions, Mcdonald functions, . . .) [11], the basic information-theoretic ...
Parallel Universes
... 1.This type of parallel universes is sort of a catch-all for other mathematical structures which we can conceive of, but which we don't observe as physical realities in our universe. 2.The Level 4 parallel universes are ones which are governed by different equations from those that govern our univer ...
... 1.This type of parallel universes is sort of a catch-all for other mathematical structures which we can conceive of, but which we don't observe as physical realities in our universe. 2.The Level 4 parallel universes are ones which are governed by different equations from those that govern our univer ...
Parallel Universes
... 1.This type of parallel universes is sort of a catch-all for other mathematical structures which we can conceive of, but which we don't observe as physical realities in our universe. 2.The Level 4 parallel universes are ones which are governed by different equations from those that govern our univer ...
... 1.This type of parallel universes is sort of a catch-all for other mathematical structures which we can conceive of, but which we don't observe as physical realities in our universe. 2.The Level 4 parallel universes are ones which are governed by different equations from those that govern our univer ...
review of Quantum Fields and Strings
... The interactions (electromagnetic and nuclear forces) between these particles are also described by quantum fields. In principle, leaving aside gravitation, quantum field theory is a candidate for the ultimate theory of all matter and force. A classical field is a function defined on space-time whos ...
... The interactions (electromagnetic and nuclear forces) between these particles are also described by quantum fields. In principle, leaving aside gravitation, quantum field theory is a candidate for the ultimate theory of all matter and force. A classical field is a function defined on space-time whos ...
The Veil of Avidya - This Quantum World
... formless relata. This is discussed in Section 5. In the quantum world, everything is possible, unless it violates a conservation law. This suggests that the force at work in the world is an omnipotent force working under selfimposed constraints. If so, the relevant questions are: why, and to what ex ...
... formless relata. This is discussed in Section 5. In the quantum world, everything is possible, unless it violates a conservation law. This suggests that the force at work in the world is an omnipotent force working under selfimposed constraints. If so, the relevant questions are: why, and to what ex ...
A Brief Review on Quantum Bit Commitment
... a no-go theorem showing that unconditionally secure QBC is impossible unless relativistic effects are used. This impossibility comes from the fact that a cheating strategy using EPR pairs can always be implemented. Thus, different approaches have been presented in order to avoid the no-go theorem [1 ...
... a no-go theorem showing that unconditionally secure QBC is impossible unless relativistic effects are used. This impossibility comes from the fact that a cheating strategy using EPR pairs can always be implemented. Thus, different approaches have been presented in order to avoid the no-go theorem [1 ...
CALCULATING A MAXIMIZER FOR QUANTUM MUTUAL
... sent over the quantum amplitude damping and depolarizing channels. This is achieved by limiting the ensemble of input states to antipodal states, in the calculation of the product state capacity for the channels. We also use these results to demonstrate that the product state capacity of a convex co ...
... sent over the quantum amplitude damping and depolarizing channels. This is achieved by limiting the ensemble of input states to antipodal states, in the calculation of the product state capacity for the channels. We also use these results to demonstrate that the product state capacity of a convex co ...
Quantum Criticality: competing ground states in low
... to a simple two-particle system like the hydrogen atom. However, among its most important applications has been the description of ∼ 1023 particles found in macroscopic matter. The earliest example of this was the Sommerfeld-Bloch theory of electronic motion in metals, and its refined formulation in ...
... to a simple two-particle system like the hydrogen atom. However, among its most important applications has been the description of ∼ 1023 particles found in macroscopic matter. The earliest example of this was the Sommerfeld-Bloch theory of electronic motion in metals, and its refined formulation in ...
Another Look at the Wigner Function
... G. Mourgues, J. C. Andrieux, and M. R. Feix, “Solutions of the Schrödinger equation for a system excited by a time Dirac pulse of pulse of potential. An example of the connection with the classical limit through a particular smoothing of the Wigner function,” Eur. J. Phys. 5, 112 – 118 (1984). M. Ca ...
... G. Mourgues, J. C. Andrieux, and M. R. Feix, “Solutions of the Schrödinger equation for a system excited by a time Dirac pulse of pulse of potential. An example of the connection with the classical limit through a particular smoothing of the Wigner function,” Eur. J. Phys. 5, 112 – 118 (1984). M. Ca ...