__ocaml_lex_tables [Lex_zf] | |
__ocaml_lex_tables [Lex_ho] | |
__ocaml_lex_tables [Lex_tptp] | |
__ocaml_lex_token_rec [Lex_zf] | |
__ocaml_lex_token_rec [Lex_ho] | |
__ocaml_lex_token_rec [Lex_tptp] | |
A | |
app_infix [Ast_ho] | |
C | |
call [CallProver] |
Call the prover (if present) on the given problem, and
return a result.
|
call_proof [CallProver] |
Call the prover, and also tries to parse a TSTP derivation,
if the prover succeeded
|
call_with_out [CallProver] |
Same as
CallProver.call , but also returns the raw output of the prover
|
cnf [CallProver.Eprover] |
Use E to convert a set of statements into CNF
|
compare [Trace_tstp] | |
create_parse_cache [Util_zf] | |
create_parse_cache [Util_tptp] | |
D | |
decl_of_string [Lex_ho] | |
decls_of_string [Lex_ho] | |
default [CallProver.Prover] | |
depth [Trace_tstp] |
Max depth of the proof
|
discover [CallProver.Eprover] |
explore the surrounding of this list of declarations, returning the
TPTP output of E
|
E | |
equal [Trace_tstp] | |
F | |
find_file [Util_tptp] | find_file name dir looks for a file with the given name ,
recursively, in dir , or in its parent dir recursively.
|
force [Trace_tstp] |
Force the lazy proof step, if any
|
G | |
get_id [Trace_tstp] |
Obtain the ID of the proof step.
|
get_name [Ast_tptp] |
Find the name of the declaration, or
|
H | |
has_includes [Util_tptp] |
Check whether some include declaration can be found in the sequence
|
I | |
is_axiom [Trace_tstp] | |
is_dag [Trace_tstp] |
Is the proof a proper DAG?
|
is_proof_of_false [Trace_tstp] | |
is_step [Trace_tstp] | |
is_theory [Trace_tstp] | |
L | |
list_provers [CallProver.Prover] |
List of registered provers
|
lookup [CallProver.Prover] |
Lookup a prover by its name.
|
M | |
mk_c_axiom [Trace_tstp] | |
mk_c_step [Trace_tstp] | |
mk_f_axiom [Trace_tstp] | |
mk_f_step [Trace_tstp] | |
N | |
name [CallProver] |
Name of the prover
|
O | |
of_ast [Util_tptp] | |
of_decls [Trace_tstp] |
Try to extract a proof from a list of TSTP statements.
|
P | |
p_E [CallProver.Prover] | |
p_Eproof [CallProver.Prover] | |
p_SPASS [CallProver.Prover] | |
p_Zenon [CallProver.Prover] | |
parse [Parsing_utils] |
Parse file using the input format chosen by the user
|
parse [Trace_tstp] |
Try to parse a proof from a file.
|
parse_answer_tuple [Parse_tptp] | |
parse_decl [Parse_ho] | |
parse_declaration [Parse_tptp] | |
parse_declarations [Parse_tptp] | |
parse_decls [Parse_ho] | |
parse_file [Util_zf] | parse_file ~recursive file parses file
|
parse_file [Util_tptp] |
Parsing a TPTP file is here presented with a
recursive option
that, if true, will make "include" directives to be recursively
parsed.
|
parse_formula [Parse_tptp] | |
parse_lexbuf [Util_zf] |
parse lexbuf.
|
parse_lexbuf [Util_tptp] |
Given a lexbuf, try to parse its content into a sequence of untyped
declarations
|
parse_statement [Parse_zf] | |
parse_statement_list [Parse_zf] | |
parse_stdin [Util_zf] |
parse stdin.
|
parse_term [Parse_zf] | |
parse_term [Parse_ho] | |
parse_term [Parse_tptp] | |
parse_tptp [Parsing_utils] | |
parse_ty [Parse_zf] | |
pp1 [Trace_tstp] |
Print proof step, and its parents
|
pp_general [Ast_tptp] | |
pp_general_debugf [Ast_tptp] | |
pp_generals [Ast_tptp] | |
pp_name [Ast_tptp] | |
pp_role [Ast_tptp] | |
pp_tstp [Trace_tstp] |
print the whole proofs
|
print_into [Util_tptp] | |
print_into_file [Util_tptp] | |
pterm [Lex_ho] | |
R | |
register [CallProver.Prover] |
Register the prover with the given name.
|
role_of_string [Ast_tptp] | |
run_eproof [CallProver.Eprover] |
Run Eproof_ram, and tries to read a proof back.
|
run_eprover [CallProver.Eprover] |
Runs E with the given input (optional verbosity level).
|
S | |
size [Trace_tstp] |
Number of nodes in the proof
|
string_of_answer [CallProver.Eprover] | |
string_of_name [Ast_tptp] | |
string_of_role [Ast_tptp] | |
T | |
term_of_string [Lex_ho] | |
terms [Ast_ho.Seq] | |
to_ast [Util_tptp] | |
to_seq [Trace_tstp] |
Traversal of parent proofs
|
token [Lex_zf] | |
token [Lex_ho] | |
token [Lex_tptp] | |
traverse [Trace_tstp] |
Traverse the proof.
|
V | |
vars [Ast_ho.Seq] |