Symbolic integration and multiple polylogarithms
Christian Bogner, Francis Brown
TL;DR
This paper reviews an algebraic method for handling multiple polylogarithms, facilitating symbolic calculations of Feynman integrals in theoretical physics.
Contribution
It introduces a systematic algebraic approach to manipulate multiple polylogarithms for symbolic integration tasks.
Findings
Enhanced symbolic computation of Feynman integrals
Unified algebraic framework for multiple polylogarithms
Potential applications in quantum field theory calculations
Abstract
We review a method for the algebraic treatment of a family of functions which contains the multiple polylogarithms, with applications to the symbolic calculation of Feynman integrals.
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