An integral equation of Mushkhelishvili type: Strong quantum electrodynamics

D. Atkinson; VP Gusynin

doi:10.1063/1.531052

An integral equation of Mushkhelishvili type: Strong quantum electrodynamics

D. Atkinson, VP Gusynin

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Abstract

An equation that arises out of the bifurcation analysis of an improvement of the nonperturbative equations for the electron mass function in quenched quantum electrodynamics is analyzed. In the quasilinear approximation, the integral equation is solved by Mellin transformation, followed by the calculation of the Muskhelishvili index of the resultant singular integral operator.

Original language	English
Pages (from-to)	2581-2592
Number of pages	12
Journal	Journal of Mathematical Physics
Volume	36
Issue number	6
DOIs	https://doi.org/10.1063/1.531052
Publication status	Published - Jun-1995

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title = "An integral equation of Mushkhelishvili type: Strong quantum electrodynamics",

abstract = "An equation that arises out of the bifurcation analysis of an improvement of the nonperturbative equations for the electron mass function in quenched quantum electrodynamics is analyzed. In the quasilinear approximation, the integral equation is solved by Mellin transformation, followed by the calculation of the Muskhelishvili index of the resultant singular integral operator.",

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AB - An equation that arises out of the bifurcation analysis of an improvement of the nonperturbative equations for the electron mass function in quenched quantum electrodynamics is analyzed. In the quasilinear approximation, the integral equation is solved by Mellin transformation, followed by the calculation of the Muskhelishvili index of the resultant singular integral operator.

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JO - Journal of Mathematical Physics

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An integral equation of Mushkhelishvili type: Strong quantum electrodynamics

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