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Functions43,174 in github.com/Z3Prover/z3

⨍ Functions 43,174◇ Types & classes 5,965

↓ 35 callersMethodprove

(Context ctx, Expr<BoolSort> f, boolean useMBQI)

examples/java/JavaGenericExample.java:236

↓ 35 callersMethodset_bool

src/muz/spacer/spacer_legacy_mev.h:68

↓ 35 callersFunctionth

src/test/ex.cpp:41

↓ 35 callersFunctionto_rational

src/util/mpbq.cpp:34

↓ 35 callersFunctionto_symbol

Convert an integer or string into a Z3 symbol.

src/api/python/z3/z3.py:132

↓ 35 callersFunctiontst_div2k

src/test/mpz.cpp:145

↓ 34 callersFunctionZ3_mk_int

src/api/api_numeral.cpp:93

↓ 34 callersMethodaddmul

src/math/polynomial/polynomial.cpp:7389

↓ 34 callersMethodctx_ref

src/api/python/z3/z3num.py:528

↓ 34 callersMethoddec_ref

TBD: enable as assertion when ready to re-check

src/smt/smt_context.cpp:2018

↓ 34 callersFunctionenable_trace

src/util/trace.h:67

↓ 34 callersMethodend

src/tactic/goal.h:204

↓ 34 callersMethodend_entries

src/smt/theory_arith.h:162

↓ 34 callersMethodget_num_rules

src/muz/tab/tab_context.cpp:460

↓ 34 callersMethodis_ge

src/muz/spacer/spacer_util.cpp:620

↓ 34 callersMethodis_int_real

src/ast/arith_decl_plugin.h:310

↓ 34 callersMethodis_numeral

\brief Return true if this expression is a numeral. Specialized functions also return representations for the numerals as small

src/api/c++/z3++.h:947

↓ 34 callersMethodis_rm

src/ast/fpa_decl_plugin.h:230

↓ 34 callersMethodis_to_real

src/ast/fpa_decl_plugin.h:356

↓ 34 callersMethodis_zero

src/math/realclosure/realclosure.cpp:6262

↓ 34 callersMethodis_zero

src/sat/smt/arith_theory_checker.h:54

↓ 34 callersMethodmachine_div2k

src/util/mpz.cpp:2096

↓ 34 callersMethodmkAdd

Create an expression representing {@code t[0] + t[1] + ...}.

src/api/java/Context.java:982

↓ 34 callersFunctionmk_const

src/test/egraph.cpp:14

↓ 34 callersFunctionmk_gt

src/test/nlsat.cpp:451

↓ 34 callersMethodmk_numeral

src/muz/rel/udoc_relation.cpp:240

↓ 34 callersFunctionmk_smt_tactic

src/tactic/smtlogics/smt_tactic.cpp:24

↓ 34 callersMethodmk_true

src/smt/theory_pb.cpp:1308

↓ 34 callersMethodnext_token

src/muz/fp/datalog_parser.cpp:352

↓ 34 callersFunctionswap

src/test/permutation.cpp:7

↓ 33 callersMethodMkNot

MkNot creates a negation.

src/api/go/z3.go:379

↓ 33 callersFunctioncolumn_count

src/math/lp/static_matrix.h:124

↓ 33 callersMethoddegree_of

src/math/polynomial/polynomial.cpp:1792

↓ 33 callersMethoderror

src/opt/opt_parse.cpp:609

↓ 33 callersFunctionev_const

src/test/simplifier.cpp:14

↓ 33 callersMethodfixed

src/ast/sls/sls_bv_valuation.h:137

↓ 33 callersMethodget_rule

src/muz/tab/tab_context.cpp:478

↓ 33 callersMethodget_small_id

src/ast/ast.h:592

↓ 33 callersMethodis_add

src/ast/rewriter/poly_rewriter.h:119

↓ 33 callersMethodis_as_array

src/smt/theory_array_base.h:45

↓ 33 callersFunctionis_bool

Return `True` if `a` is a Z3 Boolean expression. >>> p = Bool('p') >>> is_bool(p) True >>> q = Bool('q') >>> is_bool(And(p, q))

src/api/python/z3/z3.py:1704

↓ 33 callersMethodis_int_perfect_square

src/util/mpq.h:862

↓ 33 callersMethodis_lt

src/muz/rel/dl_bound_relation.cpp:565

↓ 33 callersMethodis_pos

src/math/lp/numeric_pair.h:235

↓ 33 callersMethodis_rational

src/ast/ast.h:164

↓ 33 callersMethodis_uminus

src/ast/arith_decl_plugin.h:279

↓ 33 callersFunctionjoin

src/test/karr.cpp:114

↓ 33 callersMethodnext

src/opt/opt_parse.cpp:388

↓ 33 callersMethodset_repair

src/ast/sls/sls_bv_valuation.cpp:346

↓ 33 callersFunctiontst_le

src/test/bit_blaster.cpp:187

↓ 32 callersMethodMkIntConst

MkIntConst creates an integer constant (variable) with the given name.

src/api/go/arith.go:37

↓ 32 callersFunction_toExpr

src/api/js/src/high-level/high-level.ts:312

↓ 32 callersFunction_toSymbol

(s: string | number)

src/api/js/src/high-level/high-level.ts:237

↓ 32 callersFunctioncombine_hash

src/util/hash.h:59

↓ 32 callersMethoddep

src/smt/theory_seq.h:203

↓ 32 callersMethoddisplay

src/cmd_context/pdecl.cpp:437

↓ 32 callersMethoderase

src/tactic/arith/fm_tactic.cpp:386

↓ 32 callersFunctionexact_div

src/math/polynomial/polynomial.h:1328

↓ 32 callersMethodfinalize

src/ast/sls/sls_smt_plugin.cpp:131

↓ 32 callersMethodfind

src/util/map.h:121

↓ 32 callersFunctiongcd

src/math/polynomial/polynomial.h:1251

↓ 32 callersMethodgetSubgoals

Retrieves the subgoals from the ApplyResult. @throws Z3Exception

src/api/java/ApplyResult.java:41

↓ 32 callersMethodget_bit

src/ast/sls/sls_bv_valuation.h:144

↓ 32 callersFunctionget_coeff

src/muz/spacer/spacer_proof_utils.cpp:247

↓ 32 callersMethodget_enode

src/sat/smt/euf_solver.h:309

↓ 32 callersMethodget_num_decls

src/smt/smt_quantifier_instances.h:33

↓ 32 callersMethodindex

src/math/lp/nla_defs.h:31

↓ 32 callersFunctionis_select

Return `True` if `a` is a Z3 array select application. >>> a = Array('a', IntSort(), IntSort()) >>> is_select(a) False >>> i = Int('i

src/api/python/z3/z3.py:5069

↓ 32 callersMethodmk

src/muz/base/dl_rule.cpp:461

↓ 32 callersMethodmk_and

src/qe/nlarith_util.cpp:326

↓ 32 callersMethodmk_eq

src/qe/nlarith_util.cpp:260

↓ 32 callersMethodmk_fp

src/ast/rewriter/fpa_rewriter.cpp:687

↓ 32 callersMethodmk_ineq_literal

src/nlsat/nlsat_solver.cpp:4556

↓ 32 callersFunctionmk_int

src/ast/format.cpp:151

↓ 32 callersMethodmk_sub

src/ast/rewriter/seq_axioms.cpp:41

↓ 32 callersFunctionrow_count

src/math/lp/static_matrix.h:122

↓ 32 callersMethodset_substitution

src/ast/rewriter/th_rewriter.cpp:1034

↓ 32 callersMethodsplit

src/sat/sat_mus.cpp:199

↓ 31 callersMethodatom

src/ast/sls/sls_context.h:186

↓ 31 callersMethodconstraints

src/qe/nlarith_util.h:61

↓ 31 callersMethodget_degree

src/math/lp/nex.h:113

↓ 31 callersMethodget_model

src/smt/smt_kernel.cpp:150

↓ 31 callersFunctionhas_var

src/smt/theory_lra.cpp:612

↓ 31 callersMethodis_attached_to

src/ast/euf/euf_enode.h:234

↓ 31 callersMethodis_canceled

src/util/rlimit.h:85

↓ 31 callersMethodis_complement

src/ast/ast.h:2168

↓ 31 callersMethodis_datatype

src/sat/smt/dt_solver.h:83

↓ 31 callersMethodis_le

src/ast/macros/macro_util.cpp:57

↓ 31 callersFunctionis_mul

Return `True` if `a` is an expression of the form b * c. >>> x, y = Ints('x y') >>> is_mul(x * y) True >>> is_mul(x - y) False

src/api/python/z3/z3.py:2958

↓ 31 callersMethodis_re

src/ast/seq_decl_plugin.h:239

↓ 31 callersMethodlits

src/smt/theory_seq.h:202

↓ 31 callersMethodmk_app

src/tactic/core/symmetry_reduce_tactic.cpp:77

↓ 31 callersMethodmk_bv_not

src/ast/rewriter/bv_rewriter.cpp:2129

↓ 31 callersFunctionmk_term

src/test/qe_arith.cpp:295

↓ 31 callersFunctionmk_var

\brief Create a variable using the given name and type. */

examples/c/test_capi.c:144

↓ 31 callersMethodneq

(other: CoercibleToExpr<Name>)

src/api/js/src/high-level/types.ts:1844

↓ 31 callersMethodprove

(Context ctx, BoolExpr f, boolean useMBQI)

examples/java/JavaExample.java:250

↓ 31 callersMethodpush_back

src/math/polynomial/upolynomial.cpp:55

↓ 31 callersMethodregister_plugin

src/ast/ast.cpp:1570

↓ 31 callersMethodset_end

src/util/buffer.h:141

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