Metaphysics of the free Fock space with local and global information
Jerzy Hanckowiak
TL;DR
This paper proposes a new interpretation of the basic vector in the free Fock space and explores approximations for equations involving n-point information, especially with non-polynomial nonlinearities.
Contribution
It introduces a novel interpretation of the free Fock space's basic vector and extends approximation methods to complex nonlinear equations.
Findings
New interpretation of the basic vector |0> in FFS
Development of approximation methods for n-point information equations
Application to non-polynomial nonlinearities
Abstract
A new interpretation of the basic vector |0> of the free Fock space (FFS) and the FFS is proposed. The approximations to various equations with additional parameters, for n-point information (n-pi), are also considered in the case of non-polynomial nonlinearities.
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Taxonomy
TopicsRandom Matrices and Applications · Advanced Operator Algebra Research · Spectral Theory in Mathematical Physics