Publication

Generalized master equations and the telegrapher's equation

Max-Olivier Hongler
1990
Journal paper

Abstract

The possibility of using generalized telegrapher's equations (GTEs) to describe the time evolution of probability densities of non-Markovian stochastic processes is consedered. The solutions of hyperbolic equations of the type of GTE being generally not positive definite, we derive conditions for which this global property if fulfilled. © 1990.

Official source

https://infoscience.epfl.ch/record/182964?ln=en

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Generalized master equations and the telegrapher's equation

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Variational quantum time evolution without the quantum geometric tensor

Stochastic particle transport by deep-water irregular breaking waves

Hyperbolic representations of PU(1,n)

Stochastic particle transport by deep-water irregular breaking waves

Variational quantum time evolution without the quantum geometric tensor

Hyperbolic representations of PU(1,n)