activity
20052008
most citedOptimized Negative Dimensional Integration Method (NDIM) and multiloop Feynman diagram calculation

34 citations · 67 across the 4 of their papers we have counts for

collaborators

5 papers

math-ph200812 cited

Definite integrals by the method of brackets. Part 1

Ivan Gonzalez, Victor H. Moll

A new heuristic method for the evaluation of definite integrals is presented. This method of brackets has its origin in methods developed for theevaluation of Feynman diagrams. We…

hep-th200815 cited

Modular application of an Integration by Fractional Expansion (IBFE) method to multiloop Feynman diagrams

Ivan Gonzalez, Ivan Schmidt

We present an alternative technique for evaluating multiloop Feynman diagrams, using the integration by fractional expansion method. Here we consider generic diagrams that contain…

hep-th20086 cited

Modular application of an Integration by Fractional Expansion (IBFE) method to multiloop Feynman diagrams II

Ivan Gonzalez, Ivan Schmidt

A modular application of the integration by fractional expansion (IBFE) method for evaluating Feynman diagrams is extended to diagrams that contain loop triangle subdiagrams in the…

hep-th200734 cited

Optimized Negative Dimensional Integration Method (NDIM) and multiloop Feynman diagram calculation

Ivan Gonzalez, Ivan Schmidt

We present an improved form of the integration technique known as NDIM (Negative Dimensional Integration Method), which is a powerful tool in the analytical evaluation of Feynman d…

hep-th2005

Recursive method to obtain the parametric representation of a generic Feynman diagram

Ivan Gonzalez, Ivan Schmidt

A recursive algebraic method which allows to obtain the Feynman or Schwinger parametric representation of a generic L-loops and (E+1) external lines diagram, in a scalar $ϕ^{3}\opl…