liblts_pbisim_grv.h File Reference

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Classes
class	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::action_transition_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::probabilistic_transition_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::action_state_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::probabilistic_state_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::action_block_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::action_mark_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::probabilistic_block_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::probabilistic_mark_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::action_constellation_type
struct	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::probabilistic_constellation_type
class	mcrl2::lts::detail::prob_bisim_partitioner_grv< LTS_TYPE >::transitions_per_label_t

Namespaces
namespace	mcrl2
	A class that takes a linear process specification and checks all tau-summands of that LPS for confluence.
namespace	mcrl2::lts
	The main LTS namespace.
namespace	mcrl2::lts::detail
	A base class for the lts_dot labelled transition system.

Functions
template<class LTS_TYPE >
void	mcrl2::lts::detail::probabilistic_bisimulation_reduce_grv (LTS_TYPE &l, utilities::execution_timer &timer)
	Reduce transition system l with respect to probabilistic bisimulation.
template<class LTS_TYPE >
bool	mcrl2::lts::detail::destructive_probabilistic_bisimulation_compare_grv (LTS_TYPE &l1, LTS_TYPE &l2, utilities::execution_timer &timer)
	Checks whether the two initial states of two plts's are probabilistic bisimilar.
template<class LTS_TYPE >
bool	mcrl2::lts::detail::probabilistic_bisimulation_compare_grv (const LTS_TYPE &l1, const LTS_TYPE &l2, utilities::execution_timer &timer)
	Checks whether the two initial states of two plts's are probabilistic bisimilar.