axioms : (string -> (string # thm) list)

SYNOPSIS

Returns the axioms of a given theory segment of the current theory.

DESCRIBE

A call axioms "thy" returns the axioms of the theory segment thy together with their names. The theory segment thy must be part of the current theory. The names are those given to the axioms by the user when they were originally added to the theory segment (by a call to new_axiom). The name of the current theory segment can be abbreviated by "-".

FAILURE

The call axioms "thy" will fail if the theory segment thy is not part of the current theory.

EXAMPLE

- axioms"bool";

val it =
  [("INFINITY_AX",|- ?f. ONE_ONE f /\ ~(ONTO f)),
   ("SELECT_AX",|- !P x. P x ==> P ($@ P)),
   ("ETA_AX",|- !t. (\x. t x) = t),
   ("IMP_ANTISYM_AX",|- !t1 t2. (t1 ==> t2) ==> (t2 ==> t1) ==> (t1 = t2)),
   ("BOOL_CASES_AX",|- !t. (t = T) \/ (t = F))] : (string * thm) list

SEEALSO  axiom,   definitions,   load_axiom,   load_axioms,   new_axiom,   print_theory,   theorems