| • पुनरावर्तन प्रमेय • पुनरावर्ती प्रमेय | |
| recursion: पुनरावर्तन | |
| theorem: सूत्र उपपाद्य | |
recursion theorem मीनिंग इन हिंदी
recursion theorem उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- The second recursion theorem can be applied to any total recursive function.
- The second part of the first recursion theorem follows from the first part.
- To apply the first recursion theorem, the recursion equations must first be recast as a recursive operator.
- A classic example using the second recursion theorem is the function Q ( x, y ) = x.
- Quines are possible in any Turing complete programming language, as a direct consequence of Kleene's recursion theorem.
- Like the second recursion theorem, the first recursion theorem can be used to obtain functions satisfying systems of recursion equations.
- Like the second recursion theorem, the first recursion theorem can be used to obtain functions satisfying systems of recursion equations.
- The same definition of recursive function can be given, in computability theory, by applying Kleene's recursion theorem.
- Compared to the second recursion theorem, the first recursion theorem produces a stronger conclusion but only when narrower hypotheses are satisfied.
- Compared to the second recursion theorem, the first recursion theorem produces a stronger conclusion but only when narrower hypotheses are satisfied.
