Is Classical Statistical Mechanics Self-Consistent? (A paper in honor of C. F. von Weizsäcker, 1912–2007)
... LETTERS TO PROGRESS IN PHYSICS ...
... LETTERS TO PROGRESS IN PHYSICS ...
God, Man, Chaos and Control: How God Might Control the
... must be precise and always quantifiable. His dismissal of quantum mechanics, a theory that has since been validated in a variety of experiments, is a widely cited example of an error made by a great genius. However, one could argue that Einstein’s reservation about quantum mechanics reflects sensiti ...
... must be precise and always quantifiable. His dismissal of quantum mechanics, a theory that has since been validated in a variety of experiments, is a widely cited example of an error made by a great genius. However, one could argue that Einstein’s reservation about quantum mechanics reflects sensiti ...
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... from the velocity and quantity of matter conjointly." In modern English, this means that for every object there is a quantity (called momentum) which is the product of the mass and velocity of the object. Newton gives his laws of motion in the second chapter entitled "Axioms, or Laws of Motion." T h ...
... from the velocity and quantity of matter conjointly." In modern English, this means that for every object there is a quantity (called momentum) which is the product of the mass and velocity of the object. Newton gives his laws of motion in the second chapter entitled "Axioms, or Laws of Motion." T h ...
A maximality result for orthogonal quantum groups
... Quantum groups were introduced by Drinfeld [13] and Jimbo [15] in order to study “non-classical” symmetries of complex systems. This was followed by the fundamental work of Woronowicz [21], [22] on compact quantum groups. The key examples which were constructed by Drinfeld and Jimbo, and further ana ...
... Quantum groups were introduced by Drinfeld [13] and Jimbo [15] in order to study “non-classical” symmetries of complex systems. This was followed by the fundamental work of Woronowicz [21], [22] on compact quantum groups. The key examples which were constructed by Drinfeld and Jimbo, and further ana ...
Quantum Computing - Computer Science and Engineering
... “Geordie Rose has a Ph.D. in quantum physics, but he’s also a world champion in Brazilian jiu-jitsu and a Canadian national champion wrestler. That may seem like an odd combination, but this dual background makes him the perfect fit for his chosen profession.” “But Rose keeps fighting. In May, D-Wav ...
... “Geordie Rose has a Ph.D. in quantum physics, but he’s also a world champion in Brazilian jiu-jitsu and a Canadian national champion wrestler. That may seem like an odd combination, but this dual background makes him the perfect fit for his chosen profession.” “But Rose keeps fighting. In May, D-Wav ...
Quantum Probabilistic Dyadic Second-Order Logic⋆
... states are concerned, our range restriction for second-order quantifiers is not a restriction at all : their range really includes (quantum counterparts of) every set of classical states. It is only when we look at non-classical (superposed) states that we see that the quantifier range is restricted ...
... states are concerned, our range restriction for second-order quantifiers is not a restriction at all : their range really includes (quantum counterparts of) every set of classical states. It is only when we look at non-classical (superposed) states that we see that the quantifier range is restricted ...
Correlaciones en Mecánica Cuántica
... is to develop different methods to quantify such correlations. Entanglement [1, 2] is perhaps the kind of quantum correlations more known and studied and since it was first described by Einstein, Podolsky and Rosen [3] has attracted the attention and interest of scientists being studied both theoreti ...
... is to develop different methods to quantify such correlations. Entanglement [1, 2] is perhaps the kind of quantum correlations more known and studied and since it was first described by Einstein, Podolsky and Rosen [3] has attracted the attention and interest of scientists being studied both theoreti ...
The Wigner function and quantum state tomography
... and classical theories is the manner in which the states of systems are specified. Quantum systems are described as vectors (wavefunctions) |ψi within a Hilbert space, while classical systems are properly characterized as a point in phase space. A powerful use of the classical phase space formalism ...
... and classical theories is the manner in which the states of systems are specified. Quantum systems are described as vectors (wavefunctions) |ψi within a Hilbert space, while classical systems are properly characterized as a point in phase space. A powerful use of the classical phase space formalism ...
Quantum Information Technology based on Single Electron Dynamics
... spin before the measurement, tunneling from one dot to the other is allowed, if the two electron spins can make a spin pair (spin singlet state). This spin-dependent tunneling could be measured with an RF-SET in a short time. ...
... spin before the measurement, tunneling from one dot to the other is allowed, if the two electron spins can make a spin pair (spin singlet state). This spin-dependent tunneling could be measured with an RF-SET in a short time. ...
Davies Maps - Fernando Brandao
... • (Metropolis et al ’53) “We devised a general method to calculate the properties of any substance comprising individual molecules with classical statistics” • Example of Markov Chain Monte Carlo method. Extremely useful algorithmic technique ...
... • (Metropolis et al ’53) “We devised a general method to calculate the properties of any substance comprising individual molecules with classical statistics” • Example of Markov Chain Monte Carlo method. Extremely useful algorithmic technique ...