What is Time in Quantum Mechanics?
... “... My construction of “arrival time” is indeed mathematically unique and final within the conceptual framework of the standard interpretation of Quantum Mechanics. But I always considered it as an argument for further analysis of the conceptual framework of quantum theory. ... Unfortunately at the ...
... “... My construction of “arrival time” is indeed mathematically unique and final within the conceptual framework of the standard interpretation of Quantum Mechanics. But I always considered it as an argument for further analysis of the conceptual framework of quantum theory. ... Unfortunately at the ...
list_of_posterpresentation
... 15. OKUNO Shizuka (Shizuoka University) “Entanglement entropy in field theory on fuzzy sphere” Abstract: We study entanglement entropy on the fuzzy sphere. We calculate it in a scalar field theory on the fuzzy sphere, which is given by a matrix model. We use a method that is based on the replica met ...
... 15. OKUNO Shizuka (Shizuoka University) “Entanglement entropy in field theory on fuzzy sphere” Abstract: We study entanglement entropy on the fuzzy sphere. We calculate it in a scalar field theory on the fuzzy sphere, which is given by a matrix model. We use a method that is based on the replica met ...
A macroscopic violation of no-signaling in time inequalities? How to
... to illustrate the basic finding. In a series of four out of seven studies a selective key-press at time 1 (left or right) was affected by the random assignment of negative or non-negative picture presentations at time 2. On average the participants were able to avoid negative future events. The random ...
... to illustrate the basic finding. In a series of four out of seven studies a selective key-press at time 1 (left or right) was affected by the random assignment of negative or non-negative picture presentations at time 2. On average the participants were able to avoid negative future events. The random ...
Quantum Circuit Theory for Mesoscoptic Devices
... A preliminary study demonstrates that the coupling to the environment can generate large off-diagonal elements in the density matrix. Since classical systems are always described by diagonal density matrices, the appearance of the off-diagonal elements indicate the importance of the quantum effects. ...
... A preliminary study demonstrates that the coupling to the environment can generate large off-diagonal elements in the density matrix. Since classical systems are always described by diagonal density matrices, the appearance of the off-diagonal elements indicate the importance of the quantum effects. ...
Less reality more security
... In fact, instead of photons and polarization analyzers Alice and Bob may be given sealed, impregnable boxes each. The inner working of the boxes is unknown but the exterior design is simple — a big knob with two settings, a ‘read’ button to press, and two light bulbs labelled as +1 and −1. Alice and ...
... In fact, instead of photons and polarization analyzers Alice and Bob may be given sealed, impregnable boxes each. The inner working of the boxes is unknown but the exterior design is simple — a big knob with two settings, a ‘read’ button to press, and two light bulbs labelled as +1 and −1. Alice and ...
LOCALLY NONCOMMUTATIVE SPACETIMES JAKOB G. HELLER, NIKOLAI NEUMAIER AND STEFAN WALDMANN
... framework of formal deformation quantization using star products as well as in the framework of Rieffel’s strict deformation quantization. For the convergent setting Rieffel’s former results for C ∗ -algebras are generalized to pro-C ∗-algebras and applied to actions well-suited to the idea of local ...
... framework of formal deformation quantization using star products as well as in the framework of Rieffel’s strict deformation quantization. For the convergent setting Rieffel’s former results for C ∗ -algebras are generalized to pro-C ∗-algebras and applied to actions well-suited to the idea of local ...
Reflection Symmetry and Energy-Level Ordering in Frustrated Spin
... The spins within the same sublattice have the same direction. The spins of different sublattices are in opposite directions. Properties of the Néel state: Néel state minimizes all local interactions in the classical Hamiltonian. ...
... The spins within the same sublattice have the same direction. The spins of different sublattices are in opposite directions. Properties of the Néel state: Néel state minimizes all local interactions in the classical Hamiltonian. ...
Name: Score: /out of 100 possible points OPTI 511R, Spring 2015
... and another operator Q share a common set of orthonormal eigenstates (orthogonal and normalized), ˆ Q]=0. ˆ but the two operators do not have the same eigenvalues. We could thus conclude that [H, Let ˆ Q be an operator that corresponds to an unspecified physical observable. ˆ be real, imaginary, or ...
... and another operator Q share a common set of orthonormal eigenstates (orthogonal and normalized), ˆ Q]=0. ˆ but the two operators do not have the same eigenvalues. We could thus conclude that [H, Let ˆ Q be an operator that corresponds to an unspecified physical observable. ˆ be real, imaginary, or ...
