12#ifndef MCRL2_PBES_TOOLS_LPSBISIM2PBES_H
13#define MCRL2_PBES_TOOLS_LPSBISIM2PBES_H
23namespace pbes_system {
26 const std::string& input_filename2,
27 const std::string& output_filename,
36 load_lps(M, input_filename1);
37 load_lps(S, input_filename2);
58 save_pbes(result, output_filename, output_format);
add your file description here.
Linear process specification.
parameterized boolean equation system
IO routines for linear process specifications.
void normalize(pbes &x)
The function normalize brings (embedded) pbes expressions into positive normal form,...
void lpsbisim2pbes(const std::string &input_filename1, const std::string &input_filename2, const std::string &output_filename, const utilities::file_format &output_format, bisimulation_type type, bool normalize)
void save_pbes(const pbes &pbes, std::ostream &stream, utilities::file_format format=utilities::file_format())
Save a PBES in the format specified.
pbes strong_bisimulation(const lps::specification &model, const lps::specification &spec)
Returns a pbes that expresses strong bisimulation between two specifications.
pbes branching_simulation_equivalence(const lps::specification &model, const lps::specification &spec)
Returns a pbes that expresses branching simulation equivalence between two specifications.
pbes branching_bisimulation(const lps::specification &model, const lps::specification &spec)
Returns a pbes that expresses branching bisimulation between two specifications.
void normalize(T &x, typename std::enable_if< !std::is_base_of< atermpp::aterm, T >::value >::type *=nullptr)
The function normalize brings (embedded) pbes expressions into positive normal form,...
bisimulation_type
An enumerated type for the available bisimulation types.
pbes weak_bisimulation(const lps::specification &model, const lps::specification &spec)
Returns a pbes that expresses weak bisimulation between two specifications.
A class that takes a linear process specification and checks all tau-summands of that LPS for conflue...
add your file description here.
IO routines for boolean equation systems.