recursiveness मीनिंग इन हिंदी

उदाहरण वाक्य

1. They too offer a proof of the primitive recursiveness of this function ( Boolos-Burgess-Jeffrey 2002 : 74-75 ).
2. Giddens holds this duality, alongside " structure " and " system, " in addition to the concept of recursiveness, as the core of structuration theory.
3. A dominant consideration is that of recursiveness, or self-reference of political action both with regard to the expression of political consciousness and with the ways in which systems build upon themselves.
4. A dominant consideration is that of recursiveness, or self-reference of political action both with regards to the expression of political consciousness and with the ways in which systems build upon themselves ".
5. :" With the aid of the methods of Kleene ( " American Journal of Mathematics ", 1935 ), the considerations of the present paper could, with comparatively slight modification be carried through entirely in terms of ?-definability, without making use of the notion of recursiveness.
6. On the other hand, since the results of the present paper were obtained, it has been shown by Kleene ( see his forthcoming paper, " General recursive functions of natural numbers " ) that analogous results can be obtained entirely in terms of recursiveness, without making use of ?-definability.
7. It also has some resemblance to MISTY1 in the recursiveness of its structure : the 128-bit full cipher is a Feistel network with an F-function operating on 64-bit halves, while the F-function itself is a Feistel network composed of a G-function operating on 32-bit halves.
8. :" . . . if " finite procedure " is understood to mean " mechanical procedure ", the question raised in footnote 3 can be answered affirmatively for recursiveness as defined in ?, which is equivalent to general recursiveness as defined today ( see S . C . Kleene ( 1936 ) . . . )"
9. :" . . . if " finite procedure " is understood to mean " mechanical procedure ", the question raised in footnote 3 can be answered affirmatively for recursiveness as defined in ?, which is equivalent to general recursiveness as defined today ( see S . C . Kleene ( 1936 ) . . . )"
10. In the article about Matiyasevich's theorem it says, " Some recursively enumerable sets are non-recursive . " Recursively enumerable means that an algorithm exists that halts if and only if integer n is a member of recursively enumerable set S . But non-recursive means that there isn't an algorithm that can " output a correct yes-or-no answer to the question of whether n is a member of S . " Maybe I'm missing something here, but doesn't recursive enumerability imply recursiveness?