Paper
... distributions, further complicated by the acceleration due to the repulsive mean field. From these “kicked” excitation experiments, we determined nr 250s5d Hz [13] for the radial trapping frequency and n 510s15d Hz for the faster shape oscillation. The slower shape oscillation was studied furthe ...
... distributions, further complicated by the acceleration due to the repulsive mean field. From these “kicked” excitation experiments, we determined nr 250s5d Hz [13] for the radial trapping frequency and n 510s15d Hz for the faster shape oscillation. The slower shape oscillation was studied furthe ...
Tunneling Through a Potential Barrier - EMU I-REP
... correspondence, as to what possible classical structure could give rise to this notion. It turns out that there is such a structure in classical mechanics contained in the complex time solutions to the classical equations of motion . But what does one ”mean” by complex time? Isn’t time always real? ...
... correspondence, as to what possible classical structure could give rise to this notion. It turns out that there is such a structure in classical mechanics contained in the complex time solutions to the classical equations of motion . But what does one ”mean” by complex time? Isn’t time always real? ...
LAPLACE TRANSFORM AND UNIVERSAL sl2 INVARIANTS
... Reshetikhin–Turaev invariants, see e.g. [17]) are defined only when the quantum parameter q is a certain root of unity. Habiro [4] proposed a construction of a universal sl2 invariant of integer homology 3–spheres (ZHS), dominating all the quantum invariants. The results have many important applicat ...
... Reshetikhin–Turaev invariants, see e.g. [17]) are defined only when the quantum parameter q is a certain root of unity. Habiro [4] proposed a construction of a universal sl2 invariant of integer homology 3–spheres (ZHS), dominating all the quantum invariants. The results have many important applicat ...
1 Engineering Entanglement: Quantum Computation, Quantum
... 1960s–70s, those working on entanglement were preoccupied with understanding the conceptual foundation of quantum mechanics. They treated the entangled state as a model scenario to demonstrate how weird the quantum world is and to interpret why it is the case. To the physicist community, the EPR pro ...
... 1960s–70s, those working on entanglement were preoccupied with understanding the conceptual foundation of quantum mechanics. They treated the entangled state as a model scenario to demonstrate how weird the quantum world is and to interpret why it is the case. To the physicist community, the EPR pro ...
Single-electron computing: Quantum dot logic gates
... However, it was soon realized2 that these quantum bits ("qubetween the neighboring spins. Computing is performed by bits") provide much wider opportunities for information prothe appropriate action of an external agent (e.g., local magcesses. Since then, there has been active research in both netic ...
... However, it was soon realized2 that these quantum bits ("qubetween the neighboring spins. Computing is performed by bits") provide much wider opportunities for information prothe appropriate action of an external agent (e.g., local magcesses. Since then, there has been active research in both netic ...
Coherent State Path Integrals
... As we saw before, the wave function ⟨n1 , . . . , nN |Ψ⟩ is a Slater determinant. 8.2.1 Definition of Fermion Coherent States We now define fermion coherent states. Let {ξ̄i , ξi }, with i = 1, . . . , N , be a set of 2N Grassmann variables (which are also known as the generators of a Grassmann alge ...
... As we saw before, the wave function ⟨n1 , . . . , nN |Ψ⟩ is a Slater determinant. 8.2.1 Definition of Fermion Coherent States We now define fermion coherent states. Let {ξ̄i , ξi }, with i = 1, . . . , N , be a set of 2N Grassmann variables (which are also known as the generators of a Grassmann alge ...
the quantum vacuum
... fundamental entity on which the physical description of reality must be based. According to some physicists, it may even become the very foundation of the next era of the physical world picture. We present an overview of the historical development of the concept of the vacuum in physics and show tha ...
... fundamental entity on which the physical description of reality must be based. According to some physicists, it may even become the very foundation of the next era of the physical world picture. We present an overview of the historical development of the concept of the vacuum in physics and show tha ...
Periodic orbit analysis of molecular vibrational spectra: Spectral
... Our po analysis of the Fermi resonant systems yields two main results. First of all, at the most qualitative level, the quantum ~E,t! plots immediately enable one to distinguish between the spectra computed using two different Hamiltonians, one ‘‘diagonal’’ and the other ‘‘resonant,’’ which were use ...
... Our po analysis of the Fermi resonant systems yields two main results. First of all, at the most qualitative level, the quantum ~E,t! plots immediately enable one to distinguish between the spectra computed using two different Hamiltonians, one ‘‘diagonal’’ and the other ‘‘resonant,’’ which were use ...
Unified treatment of quantum coherent and incoherent hopping
... states in generating an efficiency of near unity in the quantum yield of photosynthetic EET. In order to address these questions, detailed theoretical investigations and novel theoretical frameworks are required in addition to further experimental studies.10–14 One of the viable approaches to explor ...
... states in generating an efficiency of near unity in the quantum yield of photosynthetic EET. In order to address these questions, detailed theoretical investigations and novel theoretical frameworks are required in addition to further experimental studies.10–14 One of the viable approaches to explor ...
Continuous Quantum Phase Transitions
... mechanical systems like superfluid helium or superconductors. It is not that quantum mechanics is unimportant in these cases, for in its absence there would not be an ordered state, i.e. the superfluid or superconductor. Nevertheless, sufficiently close to the critical point quantum fluctuations are im ...
... mechanical systems like superfluid helium or superconductors. It is not that quantum mechanics is unimportant in these cases, for in its absence there would not be an ordered state, i.e. the superfluid or superconductor. Nevertheless, sufficiently close to the critical point quantum fluctuations are im ...