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Transformations of triangle ladder diagrams

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arxiv 0911.1979 v2 pith:4S5GLFZP submitted 2009-11-10 hep-th

classification hep-th
keywords diagramsladderspacetrianglearxivdiagramdiagrammaticdiamond
verification ladder T0 review T1 audit T2 compute T3 formal
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It is shown how dual space diagrammatic representation of momentum integrals corresponding to triangle ladder diagrams with an arbitrary number of rungs can be transformed to half-diamonds. In paper arXiv:0803.3420 [hep-th] the half-diamonds were related by conformal integral substitution to the diamonds which represent the dual space image of four-point ladder integrals in the four-dimensional momentum space. Acting in the way described in the present paper we do not need to use the known result for diamond (four-point) diagrams as an external input in deriving relations of arXiv:0803.3420 [hep-th], however, that result for the diamond diagram arises in the present proof as an intermediate consequence in a step-by-step diagrammatic transformation from the triangle ladder diagram to the half-diamond diagrams.

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    hep-ph 2024-12 conditional novelty 5.0 of 10

    A five-fold Mellin-Barnes integral for the massless box diagram is reduced to a two-fold triangle integral using analytical regularization and residue calculus, without Barnes lemmas.

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