26#ifndef __NESTEDSUMS_MULTIPLE_POLYLOG_H__
27#define __NESTEDSUMS_MULTIPLE_POLYLOG_H__
29#include "ginac/ginac.h"
63 void archive(GiNaC::archive_node &node)
const override;
64 void read_archive(
const GiNaC::archive_node &node, GiNaC::lst &sym_lst)
override;
66 void print(
const GiNaC::print_context & c,
unsigned level = 0)
const override;
67 GiNaC::ex
eval()
const override;
83 return (
new multiple_polylog(llc))->setflag(GiNaC::status_flags::dynallocated);
Zsums form a Hopf algebra.
Definition Zsum.h:54
A multiple polylog sum is a special case of a Zsum.
Definition multiple_polylog.h:54
virtual GiNaC::ex eval_approx() const
Definition multiple_polylog.cc:252
GiNaC::ex eval() const override
Definition multiple_polylog.cc:211
Definition basic_letter.cc:35
ex eval_multiple_polylog_approx(const ex &expr)
Definition multiple_polylog.cc:367
GiNaC::ex create_multiple_polylog(const GiNaC::ex &llc)
Definition multiple_polylog.h:81