Recursion
dablink This article is about the concept of recursion. For the novel, see Recursion novel . For computer applications, see Recursion computer science . For other uses, see recursive . Image Droste.jpg ..
Recursion theorem Recursion theorem can refer to The Recursionrecursion theorem in set theory Kleene s recursion theorem , also called the fixed point theorem, in computability theory disambig ..
Mutual recursion
Mutual recursion is a form of recursion where two mathematical or computational functions are defined ... by the function code odd? code . Mutual recursion is very common in the functional programming style ..
Left recursion
context date December 2007 In computer science , left recursion is a special case of recursion . In terms ... ref Immediate left recursion Immediate left recursion occurs in rules of the form math A rightarrow ..
Tail recursion
In computer science , tail recursion or tail end recursion is a special case of Recursion computer science recursion in which the last operation of the function is a recursive call. Such recursions can ..
Anonymous recursion
In computer science , anonymous recursion is a recursion computer science recursion technique that uses ... of itself such circular definitions are not allowed in anonymous recursion because functions are not bound ..
Recursion (novel)
unreferenced date July 2008 Recursion 2004 is Tony Ballantyne Tony Ballantyne s first novel . It is in the science ... that we ourselves are living in a simulated reality simulated universe . Moments exist in Recursion ..
Recursion theory
For the branch of computer science Computability theory computer science Recursion theory , also called ... computability and definability. In these areas, recursion theory overlaps with proof theory and effective ..
Panjer recursion
The Panjer recursion is an algorithm to compute the probability distribution of a compound random variable ... math left frac p 1 x 1 p right r , math math frac r 1 p p , math math frac r 1 p p 2 , math Recursion ..
Levinson recursion
Levinson recursion or Levinson Durbin recursion is a procedure in linear algebra to recursion recursively ... richard.brent pd rpb143tr.pdf 2 , p http saaz.cs.gsu.edu papers sfast.pdf 3 . Levinson recursion remains ..
Course-of-values recursion
inline In computability theory , course of values recursion is a technique for defining number theoretic function s by Recursion computer science recursion . In a definition of a function f by course of values ..
Alpha recursion theory
In recursion theory , the mathematical theory of computability, alpha recursion often written ? recursion is a generalisation of recursion theory to subsets of admissible ordinal s math alpha math . An admissible ..
Index set (recursion theory)
In the field of recursion theory , index sets describe classes of partial recursive function s, specifically ... title Classical Recursion Theory, Volume 1 author Odifreddi, P. G. page 151 ref Notes reflist References ..
Forcing (recursion theory)
references date January 2008 merge Forcing set theory date March 2008 Forcing in recursion theory is a modification ... of forcing set theory forcing to deal with the effective concerns in recursion theory . Conceptually ..
Recursion (computer science) Recursion in computer science is a way of thinking about and solving problems. It is, in fact, one of the central ... with Applications year 1995 edition 2nd page 427 ref Solving a problem using recursion means the solution ..
Reduction (recursion theory)
one is reducible to the other. In recursion theory, these equivalence classes are called the degrees .... This is acceptable in the study of recursion theory, which is interested in theoretical computability ..
Recursive
Wiktionarypar recursive Recursive may refer to Recursion Recursively enumerable language Recursively enumerable set Recursive filter Recursive function Recursive language Recursive acronym Recursive set ..
Recursive function
Recursive function may refer to Recursion computer science a procedure or subroutine, implemented in a programming ... formal model of computable functions using primitive recursion and the ? operator Computable ..
Decidable
consisting of true statements in mathematical logic. Recursive set , a decidable set in recursion ..
Low (computability)
In recursion theory computability theory , a Turing degree X is low if the Turing jump X &prime is 0 ... Category Recursion theory Mathlogic stub ..
Kleene-Rosser paradox
that recursion computer science recursion is central and fundamental to the notion of computation ... Examples examples section there for some examples about how recursion computer science recursion ..
Extensible Embeddable Language
of a recursion recursive function export function main args print Recursion test 1 n procedure recurse arg print arg , arg, n if arg recurse arg 1 recurse 10 print Recursion test 2 Mutual Recursion ..
Corecursion
In computer science , corecursion is a type of operation that is dual to recursion . Corecursion is typically ... corecursion on codata is the dual to that for primitive recursion on data. Instead of descending ..
Charity (programming language)
function , which makes it more expressive than primitive recursion . The language allows ordinary ... data types is primitive recursion or catamorphism , and the control structure for corecursive ..
Dimiter Skordev
of computability, namely the algebraic or axiomatic recursion theory. Skordev s field of scientific interests include recursion theory computability and computational complexity complexity in mathematical ..
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