Four-dimensional integration by parts with differential renormalization as a method of evaluation of Feynman diagrams

Abstract

It is shown how strictly four-dimensional integration by parts combined with differential renormalization and its infrared analogue can be applied for calculation of Feynman diagrams.

6 pages, latex

References in corpus (3)

• Systematic Differential Renormalization to All Orders
• Differential Renormalization, the Action Principle and Renormalization Group Calculations
• Difficulties of an Infrared Extension of Differential Renormalization

Cited by in corpus (6)

• Iterative structure of finite loop integrals
• Techniques for one-loop calculations in constrained differential renormalization
• The beta function of N=1 SYM in Differential Renormalization
• Ultraviolet and Infrared Divergences in Implicit Regularization: a Consistent Approach
• Two-Connection Renormalization and Nonholonomic Gauge Models of Einstein Gravity
• Gauge-Invariant Differential Renormalization: Abelian Case