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Brownian motion on a manifold

Journal of Statistical Physics, 1986
The question of the existence and correct form of equations describing Brownian motion on a manifold cannot be answered by mathematics alone, but requires a study of the underlying physics. As in classical mechanics, manifolds enter through the transformation of variables needed to account for the presence of constraints. The constraints are either due
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Vibratory Brownian Motion

American Journal of Physics, 1962
In this paper, we derive the general law for the Brownian motion displacement of a particle in a colloidal solution on the basis of a wave equation for energy, which adequately explains its vibratory character.
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Brownian Motion Encryption for Physical-Layer Security Improvement in CO-OFDM-PON

IEEE Photonics Technology Letters, 2017
Wei Zhang   +4 more
semanticscholar   +1 more source

Brownian Motion

1985
Ryogo Kubo   +2 more
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