---------------------------------------------------------------------- axioms (DB) ---------------------------------------------------------------------- axioms : string -> (string * thm) list SYNOPSIS All the axioms stored in the named theory. DESCRIBE An invocation {axioms thy}, where {thy} is the name of a currently loaded theory segment, will return a list of the axioms stored in that theory. Each theorem is paired with its name in the result. The string {"-"} may be used to denote the current theory segment. FAILURE Never fails. If {thy} is not the name of a currently loaded theory segment, the empty list is returned. 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), ("BOOL_CASES_AX", |- !t. (t = T) \/ (t = F))] : (string * thm) list SEEALSO DB.thy, DB.fetch, DB.thms, DB.theorems, DB.definitions, DB.listDB. ----------------------------------------------------------------------