Examples of using Recursion in English and their translations into Serbian
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Recursion theory.
Figure 7: The recursion tree of merge sort.
Take a look at Figure 7 to understand this recursion.
Local variables, recursion and reentrancy 9.
It is also an example of direct and indirect recursion.
People also translate
Figure 6: The recursion performed by binary search.
For example, if f calls itself,that is direct recursion.
Course-of-values recursion defines primitive recursive functions.
The ancestors of one's ancestors are also one's ancestors(recursion step).
Recursion is a programming technique where a function calls itself.
In languages such as Prolog,mutual recursion is almost unavoidable.
Lua- Tail recursion is performed by the reference implementation[23].
Haskell and Prolog, lacking looping almost entirely,would use recursion.
Some authors classify recursion as either"structural" or"generative".
This code blends the lines, at least somewhat, between recursion and iteration.
Some forms of mutual recursion also define primitive recursive functions.
Functions: defining and calling, arguments,side-effects, recursion, prototype.
This is the recursion, and executes the function again until the base case is reached.
HtDP(How to Design Programs)refers to this kind as generative recursion.
From Andrew Plotkin:"If you already know what recursion is, just remember the answer.
The Towers of Hanoi is a mathematical puzzle whose solution illustrates recursion.
Specifically it uses tail recursion so it does not use large amounts of stack space.
The parents of any ancestor are also ancestors of the person under consideration(recursion step).
As the recursion grows deeper, more and more of this type of unnecessary repetition occurs.
The main form of computability studied in recursion theory was introduced by Turing(1936).
Tail recursion of macros takes no memory, and if-then-else constructs are available.
As long as a programmer derives the template from a data definition,functions employ structural recursion.
Some additional forms of recursion also define functions that are in fact primitive recursive.
Or perhaps more accurate is the following due to Andrew Plotkin:"If you already know what recursion is, just remember the answer.
Recursion is a useful means to simplify some complex algorithms, and breaking down complex problems.