partial recursive造句
例句与造句
- Simple inductive Turing machines and general Turing machines are related to limiting partial recursive functions and trial and error predicates as Turing machines are related to partial recursive functions and lambda-calculus.
- (iii ) In the context of the partial recursive functions : Suppose that the relation " R " holds if and only if a partial recursive function converges to zero.
- (iii ) In the context of the partial recursive functions : Suppose that the relation " R " holds if and only if a partial recursive function converges to zero.
- For any partial recursive function Q ( x, y ) there is an index p such that \ varphi _ p \ simeq \ lambda y . Q ( p, y ).
- Simple inductive Turing machines and general Turing machines are related to limiting partial recursive functions and trial-and-error predicates as Turing machines are related to partial recursive functions and lambda calculus.
- It's difficult to find partial recursive in a sentence. 用partial recursive造句挺难的
- Simple inductive Turing machines and general Turing machines are related to limiting partial recursive functions and trial-and-error predicates as Turing machines are related to partial recursive functions and lambda calculus.
- With regard to the second theorem that " A 3CM can compute any partial recursive function " the author challenges the reader with a " Hard Problem : Multiply two numbers using ony three counters " ( p . 2 ).
- His " Theorem Ia " asserts that any partial recursive function is represented by " a program operating on " two " integers S1 and S2 using instructions Ij of the forms ( cf Minsky ( 1961 ) p . 449 ):
- Simple inductive Turing machines are equivalent to other models of computation such as general Turing machines of Schmidhuber, trial and error predicates of Hilary Putnam, limiting partial recursive functions of Gold, and trial-and-error machines of Hintikka and Mutanen.
- The value of a function which loops forever ( for example, in the case of failed ? operator in a partial recursive function ) may be seen as undefined too, but only of a theoretical interest because such function " never returns ".
- To establish that a function is computable by Turing machine, it is usually considered sufficient to give an informal English description of how the function can be effectively computed, and then conclude " by the Church Turing thesis " that the function is Turing computable ( equivalently, partial recursive ).
- A set " S " of natural numbers is called "'recursively enumerable "'if there is a partial recursive function whose domain is exactly " S ", meaning that the function is defined if and only if its input is a member of " S ".
- Now if Q ( x ) is a partial recursive predicate, there is a decision procedure for Q ( x ) on its range of definition, so the law of the excluded middle or excluded " third " ( saying that, Q ( x ) is either t or f ) applies intuitionistically on the range of definition.
- "' Example of a 3-valued logic applied to vague ( undetermined ) cases "': Kleene 1952 ( ?4, pp . 332 340 ) offers a 3-valued logic for the cases when algorithms involving partial recursive functions may not return values, but rather end up with circumstances " u " = undecided.
- :: Definition of " partial recursive function " : " A partial function ? is partial recursive in [ the partial functions ] ? 1, . . . ? n if there is a system of equations E which defines ? recursively from [ partial functions ] ? 1, . . . ? n " ( p . 326)