/*++ Copyright (c) 2006 Microsoft Corporation Module Name: theory_arith_params.h Abstract: Author: Leonardo de Moura (leonardo) 2008-05-06. Revision History: --*/ #ifndef _THEORY_ARITH_PARAMS_H_ #define _THEORY_ARITH_PARAMS_H_ #include"ini_file.h" enum arith_solver_id { AS_NO_ARITH, AS_DIFF_LOGIC, AS_ARITH, AS_DENSE_DIFF_LOGIC }; enum bound_prop_mode { BP_NONE, BP_SIMPLE, // only used for implying literals BP_REFINE // refine known bounds }; enum arith_prop_strategy { ARITH_PROP_AGILITY, ARITH_PROP_PROPORTIONAL }; enum arith_pivot_strategy { ARITH_PIVOT_SMALLEST, ARITH_PIVOT_GREATEST_ERROR, ARITH_PIVOT_LEAST_ERROR }; struct theory_arith_params { arith_solver_id m_arith_mode; bool m_arith_auto_config_simplex; //!< force simplex solver in auto_config unsigned m_arith_blands_rule_threshold; bool m_arith_propagate_eqs; bound_prop_mode m_arith_bound_prop; bool m_arith_stronger_lemmas; bool m_arith_skip_rows_with_big_coeffs; unsigned m_arith_max_lemma_size; unsigned m_arith_small_lemma_size; bool m_arith_reflect; bool m_arith_ignore_int; unsigned m_arith_lazy_pivoting_lvl; unsigned m_arith_random_seed; bool m_arith_random_initial_value; int m_arith_random_lower; int m_arith_random_upper; bool m_arith_adaptive; double m_arith_adaptive_assertion_threshold; double m_arith_adaptive_propagation_threshold; bool m_arith_dump_lemmas; bool m_arith_eager_eq_axioms; unsigned m_arith_branch_cut_ratio; bool m_arith_int_eq_branching; bool m_arith_enum_const_mod; bool m_arith_gcd_test; bool m_arith_eager_gcd; bool m_arith_adaptive_gcd; unsigned m_arith_propagation_threshold; arith_pivot_strategy m_arith_pivot_strategy; // used in diff-logic bool m_arith_add_binary_bounds; arith_prop_strategy m_arith_propagation_strategy; // used arith_eq_adapter bool m_arith_eq_bounds; bool m_arith_lazy_adapter; // performance debugging flags bool m_arith_fixnum; bool m_arith_int_only; // non linear support bool m_nl_arith; bool m_nl_arith_gb; unsigned m_nl_arith_gb_threshold; bool m_nl_arith_gb_eqs; bool m_nl_arith_gb_perturbate; unsigned m_nl_arith_max_degree; bool m_nl_arith_branching; unsigned m_nl_arith_rounds; // euclidean solver for tighting bounds bool m_arith_euclidean_solver; theory_arith_params(): m_arith_mode(AS_ARITH), m_arith_auto_config_simplex(false), m_arith_blands_rule_threshold(1000), m_arith_propagate_eqs(true), m_arith_bound_prop(BP_REFINE), m_arith_stronger_lemmas(true), m_arith_skip_rows_with_big_coeffs(true), m_arith_max_lemma_size(128), m_arith_small_lemma_size(16), m_arith_reflect(true), m_arith_ignore_int(false), m_arith_lazy_pivoting_lvl(0), m_arith_random_seed(0), m_arith_random_initial_value(false), m_arith_random_lower(-1000), m_arith_random_upper(1000), m_arith_adaptive(false), m_arith_adaptive_assertion_threshold(0.2), m_arith_adaptive_propagation_threshold(0.4), m_arith_dump_lemmas(false), m_arith_eager_eq_axioms(true), m_arith_branch_cut_ratio(2), m_arith_int_eq_branching(false), m_arith_enum_const_mod(false), m_arith_gcd_test(true), m_arith_eager_gcd(false), m_arith_adaptive_gcd(false), m_arith_propagation_threshold(UINT_MAX), m_arith_pivot_strategy(ARITH_PIVOT_SMALLEST), m_arith_add_binary_bounds(false), m_arith_propagation_strategy(ARITH_PROP_PROPORTIONAL), m_arith_eq_bounds(false), m_arith_lazy_adapter(false), m_arith_fixnum(false), m_arith_int_only(false), m_nl_arith(true), m_nl_arith_gb(true), m_nl_arith_gb_threshold(512), m_nl_arith_gb_eqs(false), m_nl_arith_gb_perturbate(true), m_nl_arith_max_degree(6), m_nl_arith_branching(true), m_nl_arith_rounds(1024), m_arith_euclidean_solver(false) { } void register_params(ini_params & p); }; #endif /* _THEORY_ARITH_PARAMS_H_ */