recursive language वाक्य
उदाहरण वाक्य
मोबाइल
- Recursive languages generally provide a new copy of local variables on each call.
- A language that can be so decided is called a "'recursive language " '.
- All recursive languages are also context-sensitive languages are recursive.
- Is there a list anywhere of recursive languages please?
- All recursive languages are recursively enumerable.
- The class of languages which can be decided by such machines is exactly the set of recursive languages.
- A universal Turing machine can calculate any recursive function, decide any recursive language, and accept any recursively enumerable language.
- No control structures of greater generality, such as while loops or IF-THEN plus GOTO, are admitted in a primitive recursive language.
- Every regular language is context-free, every context-free language is context-sensitive, every context-sensitive language is recursive and every recursive language is recursively enumerable.
- However, the context sensitive languages and the recursive languages are AFLs, but not full AFLs because they are not closed under arbitrary homomorphisms.
- Each circuit family will naturally generate a recursive language by outputting 1 when a string is a member of the family, and 0 otherwise.
- Therefore, whenever an ambiguity is possible, the synonym for " recursive language " used is "'Turing-decidable language "', rather than simply " decidable ".
- These notions generalize when one considers the circuit complexity of a recursive language : a formal language may contain strings with many different bit lengths.
- There are only certain formal metalanguages used for describing recursive languages ( formally called context-free languages ) that have terminals, nonterminals, and metasymbols in their metasyntax.
- An example of recursive language that is not context-sensitive is any recursive language whose decision is an EXPSPACE-hard problem, say, the set of pairs of equivalent regular expressions with exponentiation.
- Within the Chomsky hierarchy, the regular languages, the context-free languages, and the recursively enumerable languages are all cones, whereas the context-sensitive languages and the recursive languages are only faithful cones.
- An example of recursive language that is not context-sensitive is any recursive language whose decision is an EXPSPACE-hard problem, say, the set of pairs of equivalent regular expressions with exponentiation.
- However, the language " S " ( " x " ) may not even be a recursive language, since there are uncountably many such " x ", but only countably many recursive languages.
- However, the language " S " ( " x " ) may not even be a recursive language, since there are uncountably many such " x ", but only countably many recursive languages.
- Let " A " be the set of all regular languages over ? ( or the set of all context-free languages over ?; or the set of all recursive languages over ?; or the set of " all " languages over ? ).
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