这个问题已经在这里有了答案: > Greedy vs. Reluctant vs. Possessive Quantifiers 7个 > Can someone explain Possessive Quanti
在Z3中有没有办法证明/显示给定模型是唯一的并且没有其他解决方案存在? 一个小例子来演示 (declare-const a1 Int) (declare-const a2 Int) (declare-const a3 Int) (declare-const b1 Int) (declare-const b2 Int) (declare-const b3 Int) (declare-const c1 Int) (declare-const
我想匹配一个看起来像目录的变量列表,例如: Same/Same2/Foot/Ankle/Joint/Actuator/Sensor/Temperature/Value=4.123 Same/Same2/Battery/Name=SomeString Same/Same2/Home/Land/Some/More/Stuff=0.34 “子目录”的长度是可变的,具有上限(高于它的9). 我想将每个子目录分组,除了我
The statements that describe valid input are known as preconditions and the conditions that the output should satisfy when the program has run are known as postconditions. Universal quantification, which tells us that a predicate is true for every ele
Paramita Mirza, et al. ISWC 2018. 对某些术语不能确定其译名,因此暂用英文。 Couting quantifiers play an important role in question answering or knowledge base curation, but are neglected by prior work. This paper develops the first full-fledged system for ext