Quantum Field Theory and Coalgebraic Logic in Theoretical
... These NG correlations allow the existence of infinitely many non-unitarily inequivalent representations of the canonical commutation relations (CCR’s) in QFT (non-unitarily inequivalent Hilbert spaces of the system states) (Blasone et al., 2011). The DDF allows then to use the minimum free energy fu ...
... These NG correlations allow the existence of infinitely many non-unitarily inequivalent representations of the canonical commutation relations (CCR’s) in QFT (non-unitarily inequivalent Hilbert spaces of the system states) (Blasone et al., 2011). The DDF allows then to use the minimum free energy fu ...
QUANTUM SPIN GLASSES IN FINITE DIMENSIONS
... ξτ ∼ ξ z ∼ |δ|−zν , where z is the dynamical exponent. This will become more evident below, when we consider an equivalent classical model. Much work in the past has been devoted to the infinite range model4 and the phase-diagram in the Γ-T -plane looks similar to the one shown in figure 1, i.e. for ...
... ξτ ∼ ξ z ∼ |δ|−zν , where z is the dynamical exponent. This will become more evident below, when we consider an equivalent classical model. Much work in the past has been devoted to the infinite range model4 and the phase-diagram in the Γ-T -plane looks similar to the one shown in figure 1, i.e. for ...
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... the Born-Oppenheimer surface and the mixing of fictitious and real kinetic energies can also be rigorously controlled on-thefly in ADMP. Because of fewer basis functions per atom, larger time steps, and its asymptotic O(N) scaling, reasonable computational efficiency can be achieved with the ADMP me ...
... the Born-Oppenheimer surface and the mixing of fictitious and real kinetic energies can also be rigorously controlled on-thefly in ADMP. Because of fewer basis functions per atom, larger time steps, and its asymptotic O(N) scaling, reasonable computational efficiency can be achieved with the ADMP me ...
- 1 - THE NATURE AND SPEED OF LIGHT Peter Kohut Maly Saris
... So we have derived the circumferential velocity v which is the same for all photons. It is irrelevant, whether we interpret the internal motion of a photon as an oscillation, vibration or rotation, because the rotation projects to the perpendicular plane as an oscillation. The internal motion of a p ...
... So we have derived the circumferential velocity v which is the same for all photons. It is irrelevant, whether we interpret the internal motion of a photon as an oscillation, vibration or rotation, because the rotation projects to the perpendicular plane as an oscillation. The internal motion of a p ...
An Analysis of the Quantum Penny Flip Game using Geometric
... Q to implement a foolproof winning strategy for the quantum penny flip game. These transformations are derived using both the formalism of geometric algebra, which facilitates a geometric approach, and also density matrices. The matrix condition given by Meyer1 for the general solution is in effect ...
... Q to implement a foolproof winning strategy for the quantum penny flip game. These transformations are derived using both the formalism of geometric algebra, which facilitates a geometric approach, and also density matrices. The matrix condition given by Meyer1 for the general solution is in effect ...
15 The Quantum Atom
... in physics and chemistry. If you understand these areas, you’ve got a good handle on a lot of science. They also happen to be some of the most interesting, in my humble opinion. These four key topics are broad, and so I further divide them into chapters and sections to make the material very approac ...
... in physics and chemistry. If you understand these areas, you’ve got a good handle on a lot of science. They also happen to be some of the most interesting, in my humble opinion. These four key topics are broad, and so I further divide them into chapters and sections to make the material very approac ...
... by patterning and epitaxial growth techniques in semiconductor heterostructures [1]. An important characteristic of these systems is that the phase coherent length of the electron wave functions exceeds the size of the dots, and consequently, their motion is considered ballistic. There exists a vast ...
A Model on Genome Evolution
... 2 Alternating occurrence of classical and quantum phases Classical phase means the smooth evolution obeying the classical deterministic law, while the quantum phase means the sudden evolution obeying the quantum stochastic law. The present model of genome evolution predicts the alternating occurrenc ...
... 2 Alternating occurrence of classical and quantum phases Classical phase means the smooth evolution obeying the classical deterministic law, while the quantum phase means the sudden evolution obeying the quantum stochastic law. The present model of genome evolution predicts the alternating occurrenc ...
Opening up three quantum boxes causes classically undetectable
... through use of a Leggett–Garg inequality (1) and discuss the implications of our result. In the “three-box” quantum game (12), Alice and Bob each inspect a freshly prepared three-state system (classically, three separate boxes hiding one ball) using an apparatus that answers the question “Is the sys ...
... through use of a Leggett–Garg inequality (1) and discuss the implications of our result. In the “three-box” quantum game (12), Alice and Bob each inspect a freshly prepared three-state system (classically, three separate boxes hiding one ball) using an apparatus that answers the question “Is the sys ...
Musical Modulation by Symmetries
... Conclusions about the quantum and pivots found for the Diatonic Major Scale. ...
... Conclusions about the quantum and pivots found for the Diatonic Major Scale. ...
Electron correlation in three-body Coulomb states of barium
... modulation in the central region of the excitation spectrum is determined by the Rydberg electron overlap integral for the (5dn 9 g→4 f n 8 g→6gng) near-resonant two-photon transition @15#. At the high-energy side of the spectrum of Fig. 1 we observe a regular Rydberg series of narrow resonances. As ...
... modulation in the central region of the excitation spectrum is determined by the Rydberg electron overlap integral for the (5dn 9 g→4 f n 8 g→6gng) near-resonant two-photon transition @15#. At the high-energy side of the spectrum of Fig. 1 we observe a regular Rydberg series of narrow resonances. As ...
Quantum Mechanical Approach to Modelling Reliability of Sensor
... is still an open issue[1–4]. Due to the powerful ability of handling uncertain information, DS evidence theory is widely used in MSDF[5–8]. However, Lots of interference exist in the complex practical situation. The information provided by a sensor report is likely to be disturbed and incorrect. In ...
... is still an open issue[1–4]. Due to the powerful ability of handling uncertain information, DS evidence theory is widely used in MSDF[5–8]. However, Lots of interference exist in the complex practical situation. The information provided by a sensor report is likely to be disturbed and incorrect. In ...
Quantum-information transport to multiple receivers
... 共QC兲 is the requirement to replicate, in a quantum framework, the necessary features of a classical computer. In particular, some kind of quantum bus would be highly advantageous to allow a form of distributed QC 关1兴. Long-range quantum information transfer usually exploits teleportation 关2兴, or fly ...
... 共QC兲 is the requirement to replicate, in a quantum framework, the necessary features of a classical computer. In particular, some kind of quantum bus would be highly advantageous to allow a form of distributed QC 关1兴. Long-range quantum information transfer usually exploits teleportation 关2兴, or fly ...
Experimental Bell Inequality Violation with an Atom and a Photon
... The famous 1935 Einstein-Podolsky-Rosen thought experiment showed how measurements of certain entangled quantum systems require a nonlocal description of nature [1], thus leading to the suggestion that quantum mechanics is incomplete. However, starting in 1965, Bell and others discovered that certai ...
... The famous 1935 Einstein-Podolsky-Rosen thought experiment showed how measurements of certain entangled quantum systems require a nonlocal description of nature [1], thus leading to the suggestion that quantum mechanics is incomplete. However, starting in 1965, Bell and others discovered that certai ...
Implications of Quantum Informational Entropy in Some
... and eproduction in any medium, provided the original work is properly cited. ...
... and eproduction in any medium, provided the original work is properly cited. ...
... Closed-orbit theory is a semiclassical method for calculating photoabsorption cross sections. This method is based on the observation that to calculate this cross section it is only necessary to obtain the Green’s function for points near the nucleus when the initial state is compact. Thus in a semi ...
Exceptional Points and Dynamical Phase Transitions
... In this case, the two values ς = ± i give the same eigenvalue 0. According to Kato, not only the number of eigenvalues but also the number of eigenfunctions is reduced at the exceptional point. Operators of the type (2) appear in the description of physical systems, for example in the theory of open ...
... In this case, the two values ς = ± i give the same eigenvalue 0. According to Kato, not only the number of eigenvalues but also the number of eigenfunctions is reduced at the exceptional point. Operators of the type (2) appear in the description of physical systems, for example in the theory of open ...
