Examples of using Recursion in English and their translations into Hungarian
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Recursion isn't nonsense.
It's a complicated thing, this recursion business.
Recursion and Dynamic Programming.
Scratch 2.0 does support procedures, and recursion.
Recursion is a programming style.
Also called an event cascade or a recursion.
Recursion too deep; the stack overflowed.
So it's just like Georg Cantor said, the recursion continues forever.
Recursion's a powerful mathematical concept.
Infix, postfix and prefix examples, conversions, Recursion: Introduction, Tower Of Hanoi.
Recursion is a powerful programming technique.
If a programmer who worked for me used recursion to compute a factorial, I would hire someone else.
Recursion is an important programming technique.
Additionally, C macros do not directly support recursion or iteration, so are not Turing complete.
Recursion can be also be used to perform a binary search.
Norec means that digis asking non-recursive questions so that we get to do the recursion ourselves.
Recursion is what? Recursion in programming(examples).
As given above this algorithm involves deep recursion which may cause stack overflow issues on some computer architectures.
Recursion is a way to solve a problem by defining a function that calls itself.
It also allows lexical variable scope and recursion and has a static type system, which prevents many unintended operations.
Recursion is great to work with structured documents that are themselves recursive.
It has facilities for structured programming andallows lexical variable scope and recursion, and was designed with a static type system to provide unintended operations.
And the recursion in some of these villages continues down into very tiny scales.
Consider IDA*, which does a recursive left-to-right depth-first search from the root node,stopping the recursion once the goal has been found or the nodes have reached a maximum value ƒ.
Note that nameserver recursion is always turned off when checking SOA records using the-C option.
The topics covered include problem solving, proof techniques, reasoning communication, filtering, the applications of graph theory in computer science,probabilities, recursion sets, logic, functions and relations, real number system and algebraic structures.
Recursion is especially convenient for recursively defined data structures like trees, we will see a nice example in Section 6.6.
These rules(and extensions of them given later) work by defining the denotation of any piece of RDF syntax E in terms of the denotations of the immediate syntactic constitutents of E, hence allowing the denotation of any piece ofRDF to be determined by a kind of syntactic recursion.
Recursion can also refer to a method of problem solving that first solves a smaller version of the problem and then uses that result plus some other computation to formulate an answer to the original problem.
Continuous group theory, Lie algebras, and differential geometry are used to understand the structure of linear and nonlinear(partial) differential equations for generating integrable equations,to find its Lax pairs, recursion operators, Bäcklund transform, and finally finding exact analytic solutions to the DE.