Quantum Communications in the Maritime Environment
... state of one qubit to be moved to another qubit, but it can be shown that the process necessarily destroys the state of the original qubit. In other words, quantum information cannot be copied – it can only be teleported from one place to another. Quantum cryptography exploits the destructive-measur ...
... state of one qubit to be moved to another qubit, but it can be shown that the process necessarily destroys the state of the original qubit. In other words, quantum information cannot be copied – it can only be teleported from one place to another. Quantum cryptography exploits the destructive-measur ...
1 - Hal-SHS
... the energy distribution of radiation in analogy with statistical mechanics : Planck adapted to his problem the method of statistical physics developed by Boltzmann for atomic gases : he transferred a procedure adequate to a discontinuous sample (an atomic gas distributed in a volume of phase space) ...
... the energy distribution of radiation in analogy with statistical mechanics : Planck adapted to his problem the method of statistical physics developed by Boltzmann for atomic gases : he transferred a procedure adequate to a discontinuous sample (an atomic gas distributed in a volume of phase space) ...
Quantum Wires and Quantum Point Contacts
... quantum Hall states are formed in the 2DEG, which influences the resistance measurements. Depopulation of QPC modes by a magnetic field. As B is increased, the width of the conductance plateaus increases. At B = 1.8 T and above, the spin degeneracy gets lifted and additional plateaus evolve at odd i ...
... quantum Hall states are formed in the 2DEG, which influences the resistance measurements. Depopulation of QPC modes by a magnetic field. As B is increased, the width of the conductance plateaus increases. At B = 1.8 T and above, the spin degeneracy gets lifted and additional plateaus evolve at odd i ...
Quantum gravity without gravitons in a superfluid quantum space.
... are super uid symmetric vortices of space's quanta (SQ, for which we use the symbol ς ), probably arising as perturbations of the SQS through a process similar to that of a Kármán vortex street. Because of super uidity these vortices can have an indeterminately long life. Vorticity is interpreted as ...
... are super uid symmetric vortices of space's quanta (SQ, for which we use the symbol ς ), probably arising as perturbations of the SQS through a process similar to that of a Kármán vortex street. Because of super uidity these vortices can have an indeterminately long life. Vorticity is interpreted as ...
INTRINSIC SYMMETRIES
... Existing of this kind of regularities in the structure of a Hamiltonian is a very valuable feature because it leads to some statements about properties of this Hamiltonian. But one can discern not only these classical symmetries but also some other regularities in the structure of the Hamiltonian. F ...
... Existing of this kind of regularities in the structure of a Hamiltonian is a very valuable feature because it leads to some statements about properties of this Hamiltonian. But one can discern not only these classical symmetries but also some other regularities in the structure of the Hamiltonian. F ...
QUANTUM MONTE CARLO SIMULATION OF TUNNELLING DEVICES USING WAVEPACKETS AND BOHM TRAJECTORIES
... noncrossing property of Bohm trajectories. Tunnelling times are discussed within the Bohm's interpretation. On the other hand, the intuitive interpretation of the scattering of wavepackets by potential barriers is discussed. In particular, it is shown that claims that Bohm's approach leads to counte ...
... noncrossing property of Bohm trajectories. Tunnelling times are discussed within the Bohm's interpretation. On the other hand, the intuitive interpretation of the scattering of wavepackets by potential barriers is discussed. In particular, it is shown that claims that Bohm's approach leads to counte ...
スライド 1
... In order to cure the divergences, we consider not a point particle object but a string object. Then interactions are smeared around the string scale, and no UV divergence appears in superstring theory. ...
... In order to cure the divergences, we consider not a point particle object but a string object. Then interactions are smeared around the string scale, and no UV divergence appears in superstring theory. ...
Quantum coding with finite resources
... it is natural to ask how well quantum coding schemes perform when we restrict the size of the quantum devices used for encoding the channel inputs and decoding its outputs. This is equivalent to considering communication with only a fixed number of channel uses. In this work, following the footsteps ...
... it is natural to ask how well quantum coding schemes perform when we restrict the size of the quantum devices used for encoding the channel inputs and decoding its outputs. This is equivalent to considering communication with only a fixed number of channel uses. In this work, following the footsteps ...
quantum computer graphics algorithms
... whereas other computational paths that would yield an undesired result cancel each other out. Finally, there exist multi-particle quantum states that cannot be described by an independent state for each particle. The correlations offered by ...
... whereas other computational paths that would yield an undesired result cancel each other out. Finally, there exist multi-particle quantum states that cannot be described by an independent state for each particle. The correlations offered by ...
Exactly Solvable Problems in Quantum Mechanics
... and written in a closed form. The quasi–exact solvability arises as an effect of relation between the potential system and a spin system with the total spin S, resulting in 2S +1 exactly known eigenstates. As most of the methods discussed in this work are based on the theory of Lie algebras, it may ...
... and written in a closed form. The quasi–exact solvability arises as an effect of relation between the potential system and a spin system with the total spin S, resulting in 2S +1 exactly known eigenstates. As most of the methods discussed in this work are based on the theory of Lie algebras, it may ...