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/*
* This file is part of the program ltl2dstar (http://www.ltl2dstar.de/).
* Copyright (C) 2005-2007 Joachim Klein <j.klein@ltl2dstar.de>
*
* This program is free software; you can redistribute it and/or modify
* it under the terms of the GNU General Public License version 2 as
* published by the Free Software Foundation.
*
* This program is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with this program; if not, write to the Free Software
* Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
*/
/** @file
* Provides implementations for class LTL2DRA
*/
#include "LTL2DRA.hpp"
#include "DAUnionAlgorithm.hpp"
#include "DRAOptimizations.hpp"
#include "NBA2DRA.hpp"
#include "DRA2NBA.hpp"
#include "LTLSafetyAutomata.hpp"
#include "common/TempFile.hpp"
#include "common/RunProgram.hpp"
#include "common/Exceptions.hpp"
#include <typeinfo>
#include <iostream>
#include <fstream>
#include <sstream>
#include <vector>
#include <cstring>
#include <boost/lexical_cast.hpp>
#include <boost/tokenizer.hpp>
/**
* Constructor.
* @param safra_opt The options for Safra's algorithm
* @param ltl2nba The LTL2NBA translator wrapper
*/
LTL2DRA::LTL2DRA(Options_Safra& safra_opt,
LTL2NBA<NBA_t> *ltl2nba) :
_safra_opt(safra_opt),
_ltl2nba(ltl2nba) {}
/**
* Convert an LTL formula to a DRA.
* @param ltl the LTL formula
* @param options which operators are allowed
* @return a shared_ptr to the DRA
*/
DRA_ptr LTL2DRA::ltl2dra(LTLFormula& ltl,
LTL2DSTAR_Options options) {
APSet_cp ap_set=ltl.getAPSet();
LTLFormula_ptr ltl_pnf=ltl.toPNF();
if (options.allow_union &&
ltl_pnf->getRootNode()->getType() == LTLNode::T_OR) {
LTLFormula_ptr ltl_left=
ltl_pnf->getSubFormula(ltl_pnf->getRootNode()->getLeft());
LTLFormula_ptr ltl_right=
ltl_pnf->getSubFormula(ltl_pnf->getRootNode()->getRight());
LTL2DSTAR_Options rec_opt=options;
rec_opt.recursion();
DRA_ptr dra_left=ltl2dra(*ltl_left, rec_opt);
DRA_ptr dra_right=ltl2dra(*ltl_right, rec_opt);
return DRA_t::calculateUnion(*dra_left,
*dra_right,
_safra_opt.union_trueloop);
}
if (options.safety) {
LTLSafetyAutomata lsa;
DRA_ptr safety_dra(lsa.ltl2dra<DRA_t>(ltl,
options.scheck_path));
if (safety_dra.get()!=0) {
return safety_dra;
}
}
DRA_ptr dra(new DRA_t(ap_set));
NBA_ptr nba=ltl2nba(*ltl_pnf);
if (nba.get()==0) {
THROW_EXCEPTION(Exception, "Couldn't create NBA from LTL formula");
};
NBA2DRA nba2dra(_safra_opt);
nba2dra.convert(*nba, *dra);
if (options.optimizeAcceptance) {
dra->optimizeAcceptanceCondition();
}
if (options.bisim) {
DRAOptimizations<DRA_t> dra_optimizer;
dra=dra_optimizer.optimizeBisimulation(*dra);
}
return dra;
}
/**
* Convert an LTL formula to an NBA using the specified LTL2NBA translator
* @param ltl the formula
* @param exception_on_failure if false, on error a null pointer is returned
* @return a shared_ptr to the created NBA
*/
NBA_ptr LTL2DRA::ltl2nba(LTLFormula& ltl, bool exception_on_failure) {
assert(_ltl2nba!=0);
NBA_ptr nba(_ltl2nba->ltl2nba(ltl));
if (exception_on_failure && !nba) {
THROW_EXCEPTION(Exception, "Couldn't generate NBA from LTL formula!");
}
return nba;
}
/**
* Convert an NBA to a DRA using Safra's algorithm.
* If limit is specified (>0), the conversion is
* aborted with LimitReachedException when the number of
* states exceeds the limit.
* @param nba the formula
* @param limit a limit on the number of states (0 for no limit)
* @param detailedStates save detailed interal information (Safra trees)
* in the generated states
* @param stutter_information Information about the symbols that can be stuttered
* @return a shared_ptr to the created DRA
*/
DRA_ptr LTL2DRA::nba2dra(NBA_t& nba,
unsigned int limit,
bool detailedStates,
StutterSensitivenessInformation::ptr stutter_information) {
DRA_ptr dra(new DRA_t(nba.getAPSet_cp()));
NBA2DRA nba2dra(_safra_opt, detailedStates, stutter_information);
try {
nba2dra.convert(nba, *dra, limit);
} catch (LimitReachedException& e) {
dra.reset();
// rethrow to notify caller
throw;
}
return dra;
}