A member of the Herbrand base is called atom in automatic theorem proving. 在自动定理证明中,海尔勃朗基的成员也称为原子。
The Herbrand's Theorem given in [ 1] requires that T should be a theory without any nonlogical axioms. 文献[1]所述的Herbrand定理,要求T是一个没有非逻辑公理的理论。
As two examples, we present the Skolem standard form theorem and the Herbrand theorem of ME. 作为两个实例,本文给出了ME~上的Skolem范式定理及Herbrand定理。
The theory foundation of machanical the-orem proving is the Herbrand theorem, refutation and a conjunctive normal form theorem. Herbrand定理和范式定理是机器证明的理论基础。