---------------------------------------------------------------------- find_in (DB) ---------------------------------------------------------------------- find_in : string -> data list -> data list SYNOPSIS Search for theory element by name fragment, among a given list. DESCRIBE An invocation {DB.find_in s data_list} selects from {data_list} those theory elements which have been stored with a name in which {s} occurs as a proper substring, ignoring case distinctions. FAILURE Never fails. If nothing suitable can be found, the empty list is returned. EXAMPLE - DB.find "inc"; > val it = [(("arithmetic", "MULT_INCREASES"), (|- !m n. 1 < m /\ 0 < n ==> SUC n <= m * n, Thm)), (("bool", "BOOL_EQ_DISTINCT"), (|- ~(T = F) /\ ~(F = T), Thm)), (("list", "list_distinct"), (|- !a1 a0. ~([] = a0::a1), Thm)), (("sum", "sum_distinct"), (|- !x y. ~(INL x = INR y), Thm)), (("sum", "sum_distinct1"), (|- !x y. ~(INR y = INL x), Thm))] : ((string * string) * (thm * class)) list - DB.find_in "sum" it; > val it = [(("sum", "sum_distinct"), (|- !x y. ~(INL x = INR y), Thm)), (("sum", "sum_distinct1"), (|- !x y. ~(INR y = INL x), Thm))] : ((string * string) * (thm * class)) list USES Finding theorems in interactive proof sessions. The second argument will normally be the result of a previous call to {DB.find, DB.match, DB.apropos, DB.listDB, DB.thy} etc. SEEALSO DB.find, DB.match, DB.apropos, DB.listDB, DB.thy, DB.theorems. ----------------------------------------------------------------------