"Recursively" Pronounce,Meaning And Examples

"Recursively" Natural Recordings by Native Speakers

Recursively

"Recursively" Meaning

(adj.) referring to or involving a method or process that repeats itself over and over again, where each part is a smaller version of the whole, and the whole is a larger version of each part.

"Recursively" Examples

Recursive Examples

1. Programming

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In the function call stack, functions are called recursively when a function invokes itself during its execution.

2. Math

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The Fibonacci sequence can be calculated recursively using the formula F(n) F(n-1) + F(n-2).

3. Nature

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Trees grow recursively from their roots, with each branch splitting into multiple smaller branches.

4. Problem-solving

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The recursive nature of the problem can be exploited to develop an efficient algorithm.

5. Art

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The fractal art pattern is created recursively using a simple geometric shape repeated at different scales.

"Recursively" Similar Words

Recurrences

Recurrent

Happening or done regularly or repeatedly, especially in regular intervals.

Recurrently

Recurring

Recurs

Recursant

A rare or obsolete word! Re-cursant refers to a person who engages in a dispute or contests a decision through a series of appeals, or re-appeals.

Recursion

Characterized by or involving the repetition of a pattern or process at regular intervals with a fixed starting point, often returning to the original starting point. Example: "The waterfall is a classic example of a recursive natural phenomenon, where water flows back down to the same point from which it started." In computing and programming: a function or method that calls itself repeatedly until it reaches a specific condition.

Recursiveness

Recursiveness is a property of a function or a process that applies to itself, either directly or indirectly. It involves a function or operation that calls itself repeatedly in a finite or infinite loop, often producing a result or pattern. In other words, recursiveness refers to the ability of an algorithm or process to repeat itself, either by calling itself recursively or by performing the same task multiple times until a condition is met. Recursiveness is often used in programming to solve problems that can be broken down into smaller sub-problems of the same type, such as traversing a tree or calculating the factorial of a number. Examples of recursiveness include: A recursive function that divides a problem into smaller sub-problems and solves each one until the base case is reached A loop that iterates a certain number of times, performing the same operation each time A fractal, which is a geometric shape that is composed of smaller copies of itself, repeating infinitely. The key characteristics of recursiveness are: Self-reference: The operation depends on its own output or result. Repetition: The operation is repeated multiple times, often in a loop or series of loops. Universality: The operation can be applied to any input or situation, making it a powerful and flexible tool.

Recursivity

Recursor

Recurvate

Recurvatum

Recurve

Recurves

To deform or return to a curved shape after being bent or straightened.