7 research outputs found
handyG– rapid numerical evaluation of generalisedpolylogarithms in Fortran
Generalised polylogarithms naturally appear in higher-order calculations of quantum field theories. We present handyG, a Fortran 90 library for the evaluation of such functions, by implementing the algorithm proposed by Vollinga and Weinzierl. This allows fast numerical evaluation of generalised polylogarithms with currently relevant weights, suitable for Monte Carlo integration
handyG -- rapid numerical evaluation of generalised polylogarithms in Fortran
Generalised polylogarithms naturally appear in higher-order calculations of
quantum field theories. We present handyG, a Fortran 90 library for the
evaluation of such functions, by implementing the algorithm proposed by
Vollinga and Weinzierl. This allows fast numerical evaluation of generalised
polylogarithms with currently relevant weights, suitable for Monte Carlo
integration.Comment: 24 pages, 3 figures, 2 listings, published version. Code is available
at https://gitlab.psi.ch/mcmule/handy
Comparative Performance of Private and Public Healthcare Systems in Low- and Middle-Income Countries: A Systematic Review
A systematic review conducted by Sanjay Basu and colleagues reevaluates the evidence relating to comparative performance of public versus private sector healthcare delivery in low- and middle-income countries
handyG—Rapid numerical evaluation of generalised polylogarithms in Fortran
Generalised polylogarithms naturally appear in higher-order calculations of quantum field theories. We present handyG, a Fortran 90 library for the evaluation of such functions, by implementing the algorithm proposed by Vollinga and Weinzierl. This allows fast numerical evaluation of generalised polylogarithms with currently relevant weights, suitable for Monte Carlo integration
handyG—Rapid numerical evaluation of generalised polylogarithms in Fortran
Generalised polylogarithms naturally appear in higher-order calculations of quantum field theories. We present handyG, a Fortran 90 library for the evaluation of such functions, by implementing the algorithm proposed by Vollinga and Weinzierl. This allows fast numerical evaluation of generalised polylogarithms with currently relevant weights, suitable for Monte Carlo integration