Stochastic Methods and Dynamical Wave-function Collapse
Angelo Bassi, Kinjalk Lochan, Seema Satin, Tejinder P. Singh and, Hendrik Ulbricht
TL;DR
This paper reviews stochastic processes relevant to dynamical wave-function collapse models, providing a supplemental overview of the mathematical frameworks used to describe quantum state reduction.
Contribution
It offers a concise review of stochastic methods applied to wave-function collapse, enhancing understanding of the mathematical tools involved.
Findings
Clarifies the role of stochastic processes in collapse models
Summarizes key mathematical frameworks used in the field
Provides supplemental insights for the review article arXiv:1204.4325
Abstract
This brief article reviews stochastic processes as relevant to dynamical models of wave-function collapse, and is supplemental material for the review article arXiv:1204.4325
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Taxonomy
TopicsMechanical and Optical Resonators · Quantum Mechanics and Applications · Quantum Information and Cryptography