Path Integral Monte-Carlo method for relativistic quantum systems
Oleg Pavlovsky, Alexander Ivanov, Alexander Novoselov
TL;DR
This paper introduces a relativistic extension of the Path Integral Monte-Carlo method and discusses potential applications in quantum systems.
Contribution
It presents a novel relativistic generalization of the Path Integral Monte-Carlo technique.
Findings
Proposed a new relativistic Monte-Carlo method
Discussed potential applications in quantum physics
Established foundational framework for future research
Abstract
Relativistic generalization of Path Integral Monte-Carlo method has been proposed and some possible applications have been discussed.
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