Exactly solvable model of a system with a non-conserved number of particles

Andrzej Radosz; Pawel Gusin; Andy T. Augousti; Romuald J. Ściborski

doi:10.3390/axioms14110789

Exactly solvable model of a system with a non-conserved number of particles

Andrzej Radosz
, Pawel Gusin
, Andy T. Augousti
, Romuald J. Ściborski

Research output: Contribution to journal › Article › peer-review

Abstract

An exactly solvable, one-component model originating from a unitary scenario of spontaneous particle production in curved spacetimes is proposed. The properties of such a system with a time-independent and a time-dependent Hamiltonian are discussed.

Original language	English
Article number	789
Number of pages	18
Journal	Axioms
Volume	14
Issue number	11
Early online date	27 Oct 2025
DOIs	https://doi.org/10.3390/axioms14110789
Publication status	Published - Nov 2025

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abstract = "An exactly solvable, one-component model originating from a unitary scenario of spontaneous particle production in curved spacetimes is proposed. The properties of such a system with a time-independent and a time-dependent Hamiltonian are discussed. ",

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Exactly solvable model of a system with a non-conserved number of particles

Abstract

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