Understanding Formal Language Theory: Explanation of β ∈ (VN ∪ VT)* and μ ∈ (VN ∪ VT)+
The symbols used in the given expression have specific meanings in formal language theory:
- V: The set of variables or non-terminals in the language.
- N: The set of non-terminals in the language.
- V: The set of terminals in the language.
- μ: A string or sequence of variables and terminals.
- *: The Kleene star operator, which represents the repetition of zero or more occurrences of the preceding element.
- +: The plus operator, which represents the union or combination of the preceding elements.
So, the expression can be interpreted as follows:
- The variable 'β' belongs to the set of variables or terminals.
- The variable 'μ' belongs to the set of variables or terminals.
- The sequence 'μ' belongs to the set of variables or terminals, and can be repeated zero or more times.
- The union of the sets of variables and terminals is denoted by 'VN ∪ VT'.
Overall, the expression represents a language or set of strings formed by combining variables and terminals, with the option of repeating a sequence of variables and terminals multiple times.
原文地址: https://www.cveoy.top/t/topic/o1SZ 著作权归作者所有。请勿转载和采集!