/*++ Module Name: theory_str_params.h Abstract: Parameters for string theory plugin Author: Murphy Berzish (mtrberzi) 2016-12-13 Revision History: --*/ #pragma once #include "util/params.h" struct theory_str_params { /* * If AssertStrongerArrangements is set to true, * the implications that would normally be asserted during arrangement generation * will instead be asserted as equivalences. * This is a stronger version of the standard axiom. * The Z3str2 axioms can be simulated by setting this to false. */ bool m_StrongArrangements = true; /* * If AggressiveLengthTesting is true, we manipulate the phase of length tester equalities * to prioritize trying concrete length options over choosing the "more" option. */ bool m_AggressiveLengthTesting = false; /* * Similarly, if AggressiveValueTesting is true, we manipulate the phase of value tester equalities * to prioritize trying concrete value options over choosing the "more" option. */ bool m_AggressiveValueTesting = false; /* * If AggressiveUnrollTesting is true, we manipulate the phase of regex unroll tester equalities * to prioritize trying concrete unroll counts over choosing the "more" option. */ bool m_AggressiveUnrollTesting = true; /* * If UseFastLengthTesterCache is set to true, * length tester terms will not be generated from scratch each time they are needed, * but will be saved in a map and looked up. */ bool m_UseFastLengthTesterCache = false; /* * If UseFastValueTesterCache is set to true, * value tester terms will not be generated from scratch each time they are needed, * but will be saved in a map and looked up. */ bool m_UseFastValueTesterCache = true; /* * If StringConstantCache is set to true, * all string constants in theory_str generated from anywhere will be cached and saved. */ bool m_StringConstantCache = true; double m_OverlapTheoryAwarePriority = -0.1; /* * RegexAutomata_DifficultyThreshold is the lowest difficulty above which Z3str3 * will not eagerly construct an automaton for a regular expression term. */ unsigned m_RegexAutomata_DifficultyThreshold = 1000; /* * RegexAutomata_IntersectionDifficultyThreshold is the lowest difficulty above which Z3str3 * will not eagerly intersect automata to check unsatisfiability. */ unsigned m_RegexAutomata_IntersectionDifficultyThreshold = 1000; /* * RegexAutomata_FailedAutomatonThreshold is the number of failed attempts to build an automaton * after which a full automaton (i.e. with no length information) will be built regardless of difficulty. */ unsigned m_RegexAutomata_FailedAutomatonThreshold = 10; /* * RegexAutomaton_FailedIntersectionThreshold is the number of failed attempts to perform automaton * intersection after which intersection will always be performed regardless of difficulty. */ unsigned m_RegexAutomata_FailedIntersectionThreshold = 10; /* * RegexAutomaton_LengthAttemptThreshold is the number of attempts to satisfy length/path constraints * before which we begin checking unsatisfiability of a regex term. */ unsigned m_RegexAutomata_LengthAttemptThreshold = 10; /* * If FixedLengthRefinement is true and the fixed-length equation solver is enabled, * Z3str3 will use abstraction refinement to handle formulas that would result in disjunctions or expensive * reductions to fixed-length formulas. */ bool m_FixedLengthRefinement = false; /* * If FixedLengthNaiveCounterexamples is true and the fixed-length equation solver is enabled, * Z3str3 will only construct simple counterexamples to block unsatisfiable length assignments * instead of attempting to learn more complex lessons. */ bool m_FixedLengthNaiveCounterexamples = true; theory_str_params(params_ref const & p = params_ref()) { updt_params(p); } void updt_params(params_ref const & p); void display(std::ostream & out) const; };