Connecting processing-capable quantum memories over telecommunication links via quantum frequency conversion
... as a processing-capable QM, when coupled strongly to a cavity photon. However, such a system requires the use of a high finesse cavity with a microscopic volume. This geometry severely constrains the usage of such a system. An alternative approach makes use of an ensemble of atoms as the quantum sys ...
... as a processing-capable QM, when coupled strongly to a cavity photon. However, such a system requires the use of a high finesse cavity with a microscopic volume. This geometry severely constrains the usage of such a system. An alternative approach makes use of an ensemble of atoms as the quantum sys ...
Simple Resonance Hierarchy for Surmounting Quantum Uncertainty
... electromagnetic theory [11-13] which is a key element in manipulating the structural-phenomenology of spacetime. The experimental design, relyies on the utility of a new fundamental teleological action principle (synonymous with the unified field) inherent in the topological geometry of a covariant ...
... electromagnetic theory [11-13] which is a key element in manipulating the structural-phenomenology of spacetime. The experimental design, relyies on the utility of a new fundamental teleological action principle (synonymous with the unified field) inherent in the topological geometry of a covariant ...
Can Mind Affect Matter Via Active Information?
... equation can, thus, be interpreted as the conservation of probability, which ensures that, if we start with the quantum probability distribution, we will end up with the same probability distribution as in standard quantum mechanics. The quantum potential energy does not behave like an additional en ...
... equation can, thus, be interpreted as the conservation of probability, which ensures that, if we start with the quantum probability distribution, we will end up with the same probability distribution as in standard quantum mechanics. The quantum potential energy does not behave like an additional en ...
Universal turning point behavior for Gaussian
... Harmonic oscillator coherent states represent the ideal when considering classical correspondence of a quantum system. These coherent states form an overcomplete set of nondispersive, minimum uncertainty wave functions, whose position and momentum expectation values forever follow their classical tr ...
... Harmonic oscillator coherent states represent the ideal when considering classical correspondence of a quantum system. These coherent states form an overcomplete set of nondispersive, minimum uncertainty wave functions, whose position and momentum expectation values forever follow their classical tr ...
The presentation template
... For a system with a fixed total number of particles, N, The maximum number uncertainty in any part of the system is N ...
... For a system with a fixed total number of particles, N, The maximum number uncertainty in any part of the system is N ...