Discrete Mathematics
A context-free language is a type of formal language that is generated by a context-free grammar, where the production rules allow for replacing a single non-terminal symbol with a string of non-terminal and terminal symbols. This structure enables context-free languages to be recognized by pushdown automata, making them essential in the design of programming languages and compilers. The ability to express nested structures, like parentheses and blocks of code, is a key feature of context-free languages.
congrats on reading the definition of context-free language. now let's actually learn it.