hidden symmetry and explicit spheroidal eigenfunctions of the
... provide the correct zero-order basis states for treating the interaction of a point charge or a point dipole with the hy 7 used the spheroidal eigenfunctions drogen atom. Demkov to construct analytic solutions (exact for the Born—Oppen heimer problem) for an electron interacting with two nuclei for ...
... provide the correct zero-order basis states for treating the interaction of a point charge or a point dipole with the hy 7 used the spheroidal eigenfunctions drogen atom. Demkov to construct analytic solutions (exact for the Born—Oppen heimer problem) for an electron interacting with two nuclei for ...
Light, Matter, and Geometry: The Cornerstones of
... main objective is to capture their appearance correctly. It seems that this objective is most sensibly attained by physical models. However, the gap between the physicist’s understanding of nature at the microscopic level of quantum particles and the modelling of appearance is wide. It is the aim of ...
... main objective is to capture their appearance correctly. It seems that this objective is most sensibly attained by physical models. However, the gap between the physicist’s understanding of nature at the microscopic level of quantum particles and the modelling of appearance is wide. It is the aim of ...
Spin-dependent Transport of Interacting Electrons in Mesoscopic
... devices on a quasi-classical level is based on the Boltzmann equation [19]. It describes the dynamics of a probability distribution f (~x, ~p, t) to find a particle with momentum ~p at position ~x. The Boltzmann distribution function obviously is a classical object, as in quantum mechanics the simul ...
... devices on a quasi-classical level is based on the Boltzmann equation [19]. It describes the dynamics of a probability distribution f (~x, ~p, t) to find a particle with momentum ~p at position ~x. The Boltzmann distribution function obviously is a classical object, as in quantum mechanics the simul ...
Spin Squeezing, Macrorealism and the Heisenberg uncertainty
... preexisting properties of a system and can be in principle obtained with an arbitrarily small perturbation of the input state [21, 175]. Even more strikingly, as noted first by Einstein, Podolsky and Rosen in their seminal paper [52], quantum mechanics predicts effects that are in explicit tension w ...
... preexisting properties of a system and can be in principle obtained with an arbitrarily small perturbation of the input state [21, 175]. Even more strikingly, as noted first by Einstein, Podolsky and Rosen in their seminal paper [52], quantum mechanics predicts effects that are in explicit tension w ...
Spin-Mediated Consciousness: Theory, Experimental Studies
... knowledge and outlines a set of fundamental and irreducible properties to be added to spacetime, mass, charge, spin etc. and a set of laws to be added to the laws of Nature (11). Further, he considers that information is the key to link consciousness and the physical world. On the theoretical front, ...
... knowledge and outlines a set of fundamental and irreducible properties to be added to spacetime, mass, charge, spin etc. and a set of laws to be added to the laws of Nature (11). Further, he considers that information is the key to link consciousness and the physical world. On the theoretical front, ...
Nonequilibrium dynamical mean-field theory - Physik Uni
... strong correlations in a nonperturbative way. Furthermore they should be applicable to large systems, because the time evolution in small systems is dominated by irregular oscillations and recurrences. The generalization of dynamical mean-field theory (DMFT) to nonequilibrium phenomena combines all ...
... strong correlations in a nonperturbative way. Furthermore they should be applicable to large systems, because the time evolution in small systems is dominated by irregular oscillations and recurrences. The generalization of dynamical mean-field theory (DMFT) to nonequilibrium phenomena combines all ...
Physics at the FQMT`11 conference
... of complicated biological systems and mechanisms in living cells. Apart from the investigation of mimetic systems, nano-devices (e.g. NEMS) provide us a possibility to ‘follow individual molecules’ in cells and manipulate them. This increases the possibility of a ‘symbiosis’ between biology and phys ...
... of complicated biological systems and mechanisms in living cells. Apart from the investigation of mimetic systems, nano-devices (e.g. NEMS) provide us a possibility to ‘follow individual molecules’ in cells and manipulate them. This increases the possibility of a ‘symbiosis’ between biology and phys ...
Superconducting Qubit Storage and Entanglement with Nanomechanical Resonators A. N. Cleland
... bias current [9]. When 0 < s < 1, U has metastable minima, separated from the continuum by a barrier of height U, also shown in Fig. 1. The small-oscillation plasma frequency is !p !p0 1 s2 1=4 , with !p0 p 2EJ Ec =h. The Hamiltonian for an isolated JJ in the R ! 1 limit i ...
... bias current [9]. When 0 < s < 1, U has metastable minima, separated from the continuum by a barrier of height U, also shown in Fig. 1. The small-oscillation plasma frequency is !p !p0 1 s2 1=4 , with !p0 p 2EJ Ec =h. The Hamiltonian for an isolated JJ in the R ! 1 limit i ...
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... plays a role analogous to that played by the Shannon entropy in classical probability theory. They are both functionals of the state, they are both monotone under a relevant kind of mapping, and they can be singled out uniquely by natural requirements. In section 2.2 we recounted the well known anec ...
... plays a role analogous to that played by the Shannon entropy in classical probability theory. They are both functionals of the state, they are both monotone under a relevant kind of mapping, and they can be singled out uniquely by natural requirements. In section 2.2 we recounted the well known anec ...
Quantum Field Theory: Underdetermination, Inconsistency, and
... Consider the cutoff and Glimm-Jaffe representations. The cutoff representation for an interaction admits an interpretation in terms of quanta, but the Glimm-Jaffe representation does not admit a quanta interpretation. In QFT, the quanta interpretation is derived from the Fock space representation for a ...
... Consider the cutoff and Glimm-Jaffe representations. The cutoff representation for an interaction admits an interpretation in terms of quanta, but the Glimm-Jaffe representation does not admit a quanta interpretation. In QFT, the quanta interpretation is derived from the Fock space representation for a ...
