Examples of using Recursion in English and their translations into Greek
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Colloquial
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Ecclesiastic
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Financial
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Computer
The following example calculates the Factorial of a number using recursion.
Induction and recursion, encoding and semantics.
Enderton, H.B. Elements of recursion theory.
In this example, we are calculating power of a number using recursion.
The system of Kripke- Platek set theory is closely related to generalized recursion theory.
Recursion is the ability of a subprogram to call itself.
Kripke-Platek set theory is closely related to generalized recursion theory.
Figure 6: The recursion performed by binary search.
Figure 5: The recursion performed by the factorial function.
Take a look at Figure 7 to understand this recursion.
And with the second iteration the recursion stops with.
Therapeutic hypnosis- recursion.
Another benefit is that recursion is automatically supported.
The student will be able to understand and use recursion in programming.
Using recursion but written without pattern matching.
The Importance of Recursion.
This is the essence of recursion.
In recursion theory, 0 can be used to denote the Turing degree of the partial computable functions.
Today recursion theory is mostly concerned with the more refined problem of complexity classes-when is a problem efficiently solvable?