Quantum vacuum in de Sitter spacetime
... corresponding features of the same problem in a Minkowski bulk. The interaction forces between two parallel plates in Minkowski spacetime at large distances decay as 1 / a D 1 for massless fields, and these forces are exponentially suppressed for massive fields by a factor of ...
... corresponding features of the same problem in a Minkowski bulk. The interaction forces between two parallel plates in Minkowski spacetime at large distances decay as 1 / a D 1 for massless fields, and these forces are exponentially suppressed for massive fields by a factor of ...
Adiabatic State Preparation of Interacting Two-Level Systems R. T. Brierley, C. Creatore,
... used to perform ARP. In order for the state to be transferred at a level crossing, the avoided crossings caused by the field gðtÞ must be large enough compared to the level velocity to make the process adiabatic. Because ARP uses pulses of a finite duration there is only a limited window during wh ...
... used to perform ARP. In order for the state to be transferred at a level crossing, the avoided crossings caused by the field gðtÞ must be large enough compared to the level velocity to make the process adiabatic. Because ARP uses pulses of a finite duration there is only a limited window during wh ...
classification of phenomena of parapsychology from the point of
... were determined correctly in 10 out of 12 cases (Boldyreva & Sotina, 2002). (Note that people who knew the position of the layers were not present during the experiment.) Note that a few researchers tend to explain some of these phenomena by quantum nonlocality. (Quantum nonlocality is a phenomenon ...
... were determined correctly in 10 out of 12 cases (Boldyreva & Sotina, 2002). (Note that people who knew the position of the layers were not present during the experiment.) Note that a few researchers tend to explain some of these phenomena by quantum nonlocality. (Quantum nonlocality is a phenomenon ...
C5H12 + 8 O2 → 5 CO2 + 6 H2O
... Rules for determining Oxidation Numbers 1. The oxidation number of an atom of a pure ...
... Rules for determining Oxidation Numbers 1. The oxidation number of an atom of a pure ...
Momentum - college physics
... B. The total momentum of a system is conserved when the internal forces add up to zero. C. The total momentum is conserved when there are no internal forces. D. The total momentum of a system can not be conserved it the objects are interacting. ...
... B. The total momentum of a system is conserved when the internal forces add up to zero. C. The total momentum is conserved when there are no internal forces. D. The total momentum of a system can not be conserved it the objects are interacting. ...
Diamagnetic Screening of Transverse Current
... Neutron with nuclear spin 1/2 probes the magnetic field in a solid, which is fluctuating, generally, in space and time. This fluctuating field induces fluctuating current, and vice versa: the fluctuating magnetic field arises from the spontaneous motion of charged particles. As is well known, the to ...
... Neutron with nuclear spin 1/2 probes the magnetic field in a solid, which is fluctuating, generally, in space and time. This fluctuating field induces fluctuating current, and vice versa: the fluctuating magnetic field arises from the spontaneous motion of charged particles. As is well known, the to ...
Neutral Atoms Behave Much Like Classical Spherical Capacitors
... of several steps in the research. Initially, CI was determined and plotted versus ra for all of the atoms with atomic numbers Z = 2 to 18. Then, from inspection of a CI versus ra plot that was the precursor of Fig. 1, it was determined that most of the atoms fell on two, nearly overlapping regre ...
... of several steps in the research. Initially, CI was determined and plotted versus ra for all of the atoms with atomic numbers Z = 2 to 18. Then, from inspection of a CI versus ra plot that was the precursor of Fig. 1, it was determined that most of the atoms fell on two, nearly overlapping regre ...
Computational Difficulty of Finding Matrix Product Ground States
... 1D will allow one to represent them as MPS. To see this, take any classical reversible verifying circuit and decompose it into a sequence of local gates. Let us first allow for three-qubit gates, so we can use the Toffoli gate, which is universal for classical reversible computation. Since it is cla ...
... 1D will allow one to represent them as MPS. To see this, take any classical reversible verifying circuit and decompose it into a sequence of local gates. Let us first allow for three-qubit gates, so we can use the Toffoli gate, which is universal for classical reversible computation. Since it is cla ...
