Partial Observation of Quantum Turing Machine and Weaker Well
... computations, since every well-formed QTM and every deterministic TM are OQTMs, whereas a deterministic TM has to be reversible to be a well-formed QTM. In this paper we introduce the fundamentals of OQTM like a well-observed lemma and a completion lemma. The introduction of such an abstract machine ...
... computations, since every well-formed QTM and every deterministic TM are OQTMs, whereas a deterministic TM has to be reversible to be a well-formed QTM. In this paper we introduce the fundamentals of OQTM like a well-observed lemma and a completion lemma. The introduction of such an abstract machine ...
Analog Quantum Simulators - Kirchhoff
... Fakultät für Physik, Max Planck Institute of Quantum Optics, München, Germany The phenomenon of many-body localization (MBL) describes a generic nonthermalizing phase in which quantum information can persist locally up to infinite times. MBL is separated from a phase obeying the eigenstate-thermaliz ...
... Fakultät für Physik, Max Planck Institute of Quantum Optics, München, Germany The phenomenon of many-body localization (MBL) describes a generic nonthermalizing phase in which quantum information can persist locally up to infinite times. MBL is separated from a phase obeying the eigenstate-thermaliz ...
A Review and Prospects of Quantum Teleportation
... mechanics. EPR says that quantum theory allows certain correlations to exist between two physically distant parts of a quantum system. If there are such correlations then it is possible to predict the result of a measurement on one part of a system by looking at the other part. For this reason EPR a ...
... mechanics. EPR says that quantum theory allows certain correlations to exist between two physically distant parts of a quantum system. If there are such correlations then it is possible to predict the result of a measurement on one part of a system by looking at the other part. For this reason EPR a ...
and quantum properties - Hal-SHS
... Born, Werner Heisenberg, Pascual Jordan and Paul A. M. Dirac, which were proved to be equivalent as for their results (for historical descriptions, see Jammer [1966, 1974], Mehra & Rechenberg [1982-1987]), quantum mechanics was formulated in a more rigorous mathematical way notably by Paul Dirac, Jo ...
... Born, Werner Heisenberg, Pascual Jordan and Paul A. M. Dirac, which were proved to be equivalent as for their results (for historical descriptions, see Jammer [1966, 1974], Mehra & Rechenberg [1982-1987]), quantum mechanics was formulated in a more rigorous mathematical way notably by Paul Dirac, Jo ...
Life beyond quantum physics
... explanations, that the causal explanation assumes that a future state of affairs can be causally efficacious in bringing about its own realization. For according to the correct explanation, it is not the goal, itself existing in the future, that brings about the action. Instead, it is rather the age ...
... explanations, that the causal explanation assumes that a future state of affairs can be causally efficacious in bringing about its own realization. For according to the correct explanation, it is not the goal, itself existing in the future, that brings about the action. Instead, it is rather the age ...
Lecture 18 — October 26, 2015 1 Overview 2 Quantum Entropy
... The von Neumann entropy gives meaning to a notion of the information qubit. This notion is different from that of the physical qubit, which is the description of a quantum state of an electron or a photon. The information qubit is the fundamental quantum informational unit of measure, determining ho ...
... The von Neumann entropy gives meaning to a notion of the information qubit. This notion is different from that of the physical qubit, which is the description of a quantum state of an electron or a photon. The information qubit is the fundamental quantum informational unit of measure, determining ho ...
Fast Converging Path Integrals for Time
... straightforwardly numerically implemented by the Path-Integral Monte-Carlo approach [55]. Note that the O(1/N ) convergence can be also achieved with other choices of space-time points at which we evaluate the potential in Eq. (7). For example, the left or the right prescription xn = qn , τn = tn or ...
... straightforwardly numerically implemented by the Path-Integral Monte-Carlo approach [55]. Note that the O(1/N ) convergence can be also achieved with other choices of space-time points at which we evaluate the potential in Eq. (7). For example, the left or the right prescription xn = qn , τn = tn or ...
Full-text PDF - American Mathematical Society
... metric and the classical mechanics is that of motion by geodesics on X = T1 (M ), the space of unit tangent vectors over M . For an eigenfunction φ of g on M , we form as above the probability measure νφ = |φ(x)|2 dv(x) on M (here dv is the volume element) and its microlocal lift μφ to T1 (M ). The ...
... metric and the classical mechanics is that of motion by geodesics on X = T1 (M ), the space of unit tangent vectors over M . For an eigenfunction φ of g on M , we form as above the probability measure νφ = |φ(x)|2 dv(x) on M (here dv is the volume element) and its microlocal lift μφ to T1 (M ). The ...
Non-relativistic Holography and Renormalization
... 2. Perform calculations of physical processes using the bare quantities at any required order in perturbation theory 3. Finally fix the parameter (or parameters for that matter) to reproduce and/or predict experimental results. A theory that is ill-defined however, suggests that F needs to be repara ...
... 2. Perform calculations of physical processes using the bare quantities at any required order in perturbation theory 3. Finally fix the parameter (or parameters for that matter) to reproduce and/or predict experimental results. A theory that is ill-defined however, suggests that F needs to be repara ...
Wednesday, Nov. 15, 2006
... Construct the Lagrangian for an isolated, two particle system under the potential that depends only on the relative distance between the particles and show that the equations of motion from d Li Li 0 are dt r ...
... Construct the Lagrangian for an isolated, two particle system under the potential that depends only on the relative distance between the particles and show that the equations of motion from d Li Li 0 are dt r ...
Synchronistic Phenomena as Entanglement
... feature of paranormal phenomena that they are prima facie disturbing, unfitting, unlikely incidences and are often perceived as transporting a message of vital relevance for the persons involved and that they usually occur in situations of high emotional tension and receptivity for the meaning of su ...
... feature of paranormal phenomena that they are prima facie disturbing, unfitting, unlikely incidences and are often perceived as transporting a message of vital relevance for the persons involved and that they usually occur in situations of high emotional tension and receptivity for the meaning of su ...
QUANTUM COMPUTING WITH SUPERCONDUCTORS I: ARCHITECTURES Michael R. Geller Andrew T. Sornborger
... et al., 2000) demonstrated macroscopic quantum behavior in superconducting loops interrupted by one or more JJs (called superconducting quantum interference devices, or SQUIDS), what would later become flux qubits. And in the late-1990’s the group of Yasunobu Nakamura at NEC in Tsukuba (Nakamura et ...
... et al., 2000) demonstrated macroscopic quantum behavior in superconducting loops interrupted by one or more JJs (called superconducting quantum interference devices, or SQUIDS), what would later become flux qubits. And in the late-1990’s the group of Yasunobu Nakamura at NEC in Tsukuba (Nakamura et ...
Multivariable Hypergeometric Functions Eric M. Opdam
... All this shows us how the Kummer transformations together with the Gauss summation formula make it possible to obtain explicitly the matrices of the monodromy representation. It is a very special feature of the hypergeometric equation. 1.2. The Euler integral There is another, more geometric way of ...
... All this shows us how the Kummer transformations together with the Gauss summation formula make it possible to obtain explicitly the matrices of the monodromy representation. It is a very special feature of the hypergeometric equation. 1.2. The Euler integral There is another, more geometric way of ...
