package coq
Formal proof management system
Install
Dune Dependency
Authors
Maintainers
Sources
coq-8.14.0.tar.gz
sha256=b1501d686c21836302191ae30f610cca57fb309214c126518ca009363ad2cd3c
doc/funind_plugin/Funind_plugin/Indfun_common/index.html
Module Funind_plugin.Indfun_common
Source
Source
val chop_rlambda_n :
int ->
Glob_term.glob_constr ->
(Names.Name.t * Glob_term.glob_constr * Glob_term.glob_constr option) list
* Glob_term.glob_constr
Source
val chop_rprod_n :
int ->
Glob_term.glob_constr ->
(Names.Name.t * Glob_term.glob_constr) list * Glob_term.glob_constr
Source
type function_info = {
function_constant : Names.Constant.t;
graph_ind : Names.inductive;
equation_lemma : Names.Constant.t option;
correctness_lemma : Names.Constant.t option;
completeness_lemma : Names.Constant.t option;
rect_lemma : Names.Constant.t option;
rec_lemma : Names.Constant.t option;
prop_lemma : Names.Constant.t option;
sprop_lemma : Names.Constant.t option;
is_general : bool;
}
debugging
Source
val decompose_lam_n :
Evd.evar_map ->
int ->
EConstr.t ->
(Names.Name.t Context.binder_annot * EConstr.t) list * EConstr.t
Source
val compose_lam :
(Names.Name.t Context.binder_annot * EConstr.t) list ->
EConstr.t ->
EConstr.t
Source
val compose_prod :
(Names.Name.t Context.binder_annot * EConstr.t) list ->
EConstr.t ->
EConstr.t
Source
val tac_type_of :
Goal.goal Evd.sigma ->
EConstr.constr ->
Goal.goal Evd.sigma * EConstr.types
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