LIST_CONJ : (thm list -> thm)

SYNOPSIS
Conjoins the conclusions of a list of theorems.

DESCRIBE
         A1 |- t1 ... An |- tn
   ----------------------------------  LIST_CONJ
    A1 u ... u An |- t1 /\ ... /\ tn

FAILURE
LIST_CONJ will fail with `end_itlist` if applied to an empty list of theorems.

COMMENTS
The system shows the type as proof.

LIST_CONJ does not check for alpha-equivalence of assumptions when forming their union. If a particular assumption is duplicated within one of the input theorems assumption lists, then it may be duplicated in the resulting assumption list.

SEEALSO  BODY_CONJUNCTS,   CONJ,   CONJUNCT1,   CONJUNCT2,   CONJUNCTS,   CONJ_PAIR,   CONJ_TAC

HOL  Kananaskis 0