Results 301 to 310 of about 438,927 (310)
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Fractals and quantum mechanics
Chaos: An Interdisciplinary Journal of Nonlinear Science, 2000A new application of a fractal concept to quantum physics has been developed. The fractional path integrals over the paths of the Lévy flights are defined. It is shown that if fractality of the Brownian trajectories leads to standard quantum mechanics, then the fractality of the Lévy paths leads to fractional quantum mechanics.
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Journal of Mathematical Physics, 1986
A discrete model for quantum mechanics is presented. First a discrete phase space S is formed by coupling vertices and edges of a graph. The dynamics is developed by introducing paths or discrete trajectories in S. An amplitude function is used to compute probabilities of quantum events and a discrete Feynman path integral is presented.
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A discrete model for quantum mechanics is presented. First a discrete phase space S is formed by coupling vertices and edges of a graph. The dynamics is developed by introducing paths or discrete trajectories in S. An amplitude function is used to compute probabilities of quantum events and a discrete Feynman path integral is presented.
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Quantum Mechanical Considerations
1985We have seen in the previous chapter that the classical electromagnetic theory is quite capable of explaining the essentials of the magnetic properties of materials. Some discrepancies between theory and experiment have come to light, however, which need to be explained.
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2010
These matrices are both Hermetian and unitary. Further, any two Pauli matrices anticommute.
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These matrices are both Hermetian and unitary. Further, any two Pauli matrices anticommute.
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The Mechanics of Quantum Mechanics
2008Jacob J. Leventhal, Charles E. Burkhardt
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