/* * Interface to the implementation of a set of primitive tactics * for a fragment of first-order logic. Judgements pair formulas * with proofs. Basic goals represent a relationship between a list * of judgements and a judgement. */ sig ndtac. accum_sig goaltypes, ndproofs, logic. kind judgment type. kind answer type. type of_type proof_object -> bool -> judgment. type --> (list judgment) -> judgment -> goal. type yes answer. type exists_e_tac int -> goal -> goal -> o. type or_e_tac int -> goal -> goal -> o. type forall_e_query int -> goal -> goal -> o. type forall_e_tac int -> goal -> goal -> o. type fchain_tac int -> goal -> goal -> o. type bchain_tac int -> goal -> goal -> o. type imp_e_retain int -> goal -> goal -> o. type imp_e_tac int -> goal -> goal -> o. type and_e_tac int -> goal -> goal -> o. type exists_i_query goal -> goal -> o. type exists_i_tac goal -> goal -> o. type forall_i_tac goal -> goal -> o. type imp_i_tac goal -> goal -> o. type or_i2_tac goal -> goal -> o. type or_i1_tac goal -> goal -> o. type and_i_tac goal -> goal -> o. type close_tacn int -> goal -> goal -> o. type close_tac goal -> goal -> o. infix of_type 120. infix --> 110.