2001Physics of Atomic NucleiRequires access

Relativistically invariant method for constructing the one-and the two-parton density matrix

A.V. Shchelkachev

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Abstract

By representing the hadron as a system consisting of one or two partons and a multiparton core, which in turn is treated as a parton of variable mass, a relativistically invariant density matrix for this system is constructed by performing integration with respect to this mass. The proposed approach makes it possible to establish simple relations between the density-matrix elements and to validate or interpret more clearly assumptions adopted by various authors in parton models.

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What this paper is about

By representing the hadron as a system consisting of one or two partons and a multiparton core, which in turn is treated as a parton of variable mass, a relativistically invariant density matrix for this system is constructed by performing integration with respect to this mass. The proposed approach makes it possible to establish simple relations between the density-matrix elements and to validate or interpret more clearly assumptions adopted by various authors in parton models.

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Available abstract

By representing the hadron as a system consisting of one or two partons and a multiparton core, which in turn is treated as a parton of variable mass, a relativistically invariant density matrix for this system is constructed by performing integration with respect to this mass. The proposed approach makes it possible to establish simple relations between the density-matrix elements and to validate or interpret more clearly assumptions adopted by various authors in parton models.

Key concepts: Parton, Physics, Particle physics, Invariant (physics), Invariant mass, Hadron, Matrix (chemical analysis), Density matrix

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