提出了一种贪婪缺省逻辑,旨在构造扩展的过程中尽可能地保留缺省规则当中的信息.给出了贪婪缺省逻辑的推演系统——GD系统和贪婪缺省的GD-扩展的定义.并且证明了对于缺省理论(T,?)的一个扩展,必定存在一个贪婪缺省理论的GD-扩展,使得缺省逻辑的扩展是贪婪缺省逻辑扩展的子集.同时,还存在贪婪缺省理论(T,?)的某一GD-扩展,该GD-扩展不包含缺省理论的任一扩展.因此缺省逻辑和贪婪缺省逻辑是两种不同的逻辑.
A greedy default logic is proposed in this paper, in which pseudo extensions is defined with aim of keeping as much information of the defaults as possible. The paper proves that a GD-extension of a default theory (T,Δ) in the greedy default logic may not be any extension of the default theory, and vice versa. An extension of the default theory may be a subset of a pseudo extension of a default theory (T,Δ) in the greedy default. Hence, the default logic, the greedy default logic and the greedier default logic are different logics.