TL;DR
This paper develops a BBGKY hierarchy framework for the statistical description of a system of N D0-branes modeled by matrix mechanics, providing an exact set of equations for their distribution functions.
Contribution
It introduces the BBGKY hierarchy tailored for N D0-branes, offering a novel exact statistical description within matrix mechanics.
Findings
Derived the BBGKY hierarchy equations for D0-branes
Provided an exact statistical framework for the system
Facilitated future studies of D0-brane dynamics
Abstract
We study statistical description of N D0-branes system that is defined by matrix mechanics. We determine BBGKY hierarchy for collection of distribution functions that gives exact statistical description of this system.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Random Matrices and Applications · Black Holes and Theoretical Physics