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Brownian motion in the Hilbert space of quantum states and the stochastically emergent Lorentz symmetry: a fractal geometric approach from Wiener process to formulating Feynman's path-integral measure for relativistic quantum fields - MaRDI portal

Brownian motion in the Hilbert space of quantum states and the stochastically emergent Lorentz symmetry: a fractal geometric approach from Wiener process to formulating Feynman's path-integral measure for relativistic quantum fields (Q6625019)

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scientific article; zbMATH DE number 7932568
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English
Brownian motion in the Hilbert space of quantum states and the stochastically emergent Lorentz symmetry: a fractal geometric approach from Wiener process to formulating Feynman's path-integral measure for relativistic quantum fields
scientific article; zbMATH DE number 7932568

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    Brownian motion in the Hilbert space of quantum states and the stochastically emergent Lorentz symmetry: a fractal geometric approach from Wiener process to formulating Feynman's path-integral measure for relativistic quantum fields (English)
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    28 October 2024
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    Brownian motion
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    Weierstrass function
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    fractality
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    Wiener fractal measure
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    emergent Lorentz symmetry
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