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1.
Two-Loop Quark Self-Energy in a New Formalism; 2, Renormalization of the Quark Propagator in the Light-Cone Gauge ; rev. version / Leibbrandt, George (CERN ; Guelph U.) ; Williams, Jimmy D. (Guelph U.)
The complete two-loop correction to the quark propagator, consisting of the spider, rainbow, gluon bubble and quark bubble diagrams, is evaluated in the noncovariant light-cone gauge (lcg). (The overlapping self-energy diagram had already been computed.) The chief technical tools include the powerful matrix integration technique, the n^*-prescription for the spurious poles of 1/qn, and the detailed analysis of the boundary singularities in five- and six-dimensional parameter space. [...]
hep-th/9911207; CERN-TH-99-201; CERN-TH-99-201.- Geneva : CERN, 2000 - 36 p. - Published in : Nucl. Phys. B 566 (2000) 373-401 Access to fulltext document: PDF; Fulltext: PDF; External link: Preprint
In : 30th International Conference on High-energy Physics, Osaka, Japan, 27 Jul - 2 Aug 2000, pp.e-page 69 - Please contact the library if you need to access this document.
2.
Two-loop quark self-energy in a new formalism; 1, overlapping divergences / Leibbrandt, George (Guelph U. ; CERN) ; Williams, Jimmy (Guelph U.)
A new integration technique for multi-loop Feynman integrals, called the \it matrix method\rm, is developed and then applied to the divergent part of the overlapping two-loop quark self-energy function \,i\Sigma\, in the light-cone gauge \ n\!\cdot\!A^a(x)=0,\ n^2=0. It is shown that the coefficient of the double-pole term is strictly local, even off mass-shell, while the coefficient of the single-pole term contains local as well as nonlocal parts. [...]
hep-th/9410130; CERN-TH-7364-94; CERN-TH-7364-94.- Geneva : CERN, 1995 - 42 p. - Published in : Nucl. Phys. B 440 (1995) 573-602 Preprint: PDF; External link: Fulltext - CERN library copies

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