Recursion in a sentence
Synonym: iteration.
Meaning: The process of defining a function in terms of itself; significant in mathematics and computer science.
(1) I will use recursion for flattening the array.
(2) The cpp program uses recursion to solve a problem.
(3) I had to use recursion to flatten the nested array.
(4) The program encountered an infinite recursion error.
(5) The recursion will terminate by reaching a base case.
(6) The undefined array resulted in an infinite recursion.
(7) We can use recursion to permute the array recursively.
(8) The concept of recursion often involves the word recurs.
(9) I struggled to grasp the concept of recursion initially.
(10) The undefined array cannot be traversed using recursion.
Recursion sentence
(11) Algol was one of the first languages to support recursion.
(12) The recursion formula is used to generate fractal patterns.
(13) The function calls itself repeatedly, creating a recursion.
(14) The recursion formula is used to solve recurrence relations.
(15) To solve the problem, we need to apply the recursion formula.
(16) The recursion formula is used to define a recursive function.
(17) The backtracking algorithm can be implemented using recursion.
(18) The activized function call resulted in an infinite recursion.
(19) The recursion formula relies on the concept of self-reference.
(20) The recursion formula is used to define a sequence of numbers.
Recursion make sentence
(21) The recursion formula is a fundamental concept in mathematics.
(22) The recursion formula is a key concept in dynamic programming.
(23) The concept of recursion is closely related to the word recurs.
(24) We can use recursion to permute the array in a recursive manner.
(25) The recursion formula is used to solve problems in graph theory.
(26) The DFS algorithm can be implemented using recursion or a stack.
(27) The recursion formula is used to generate the Fibonacci sequence.
(28) The recursion formula is a powerful tool in computer programming.
(29) I struggled to understand the concept of recursion in programming.
(30) The array gaols can be converted to a binary tree using recursion.
Sentence of recursion
(31) The recursion formula is an essential concept in computer science.
(32) The recursion formula is used to calculate the Fibonacci sequence.
(33) The recursion formula is based on the principle of self-reference.
(34) The recursion formula is an iterative process that repeats itself.
(35) Selection sort can be implemented using nested loops or recursion.
(36) The infinite loop was a result of an infinite recursion in my code.
(37) Preorder traversal can be implemented using recursion or iteration.
(38) The recursion formula can be represented as a mathematical function.
(39) The recursion formula is used to solve complex mathematical problems.
(40) The recursion formula can be written in a compact and concise manner.
Recursion meaningful sentence
(41) The recursion formula can be used to model various natural phenomena.
(42) The recursion formula is used to calculate the factorial of a number.
(43) The recursion formula is based on the previous terms in the sequence.
(44) The recursion formula is used to calculate the binomial coefficients.
(45) The recursion formula is commonly used in computer science algorithms.
(46) The subprogram uses recursion to solve complex mathematical equations.
(47) Quines can be used to explore the concept of recursion in programming.
(48) The recursion formula is often used in algorithms and data structures.
(49) The recursion formula can be applied to various mathematical problems.
(50) The recursion formula is widely used in dynamic programming techniques.
Recursion sentence examples
(51) The array's values remained unchanging throughout the entire recursion.
(52) By applying the recursion formula, we can generate the entire sequence.
(53) The recursion formula is a powerful tool for solving complex equations.
(54) The recursion formula is a powerful tool in solving recursive sequences.
(55) The recursion formula provides a systematic approach to problem-solving.
(56) The undefined operand caused the program to enter an infinite recursion.
(57) Functional programming encourages the use of recursion instead of loops.
(58) Quines can be used to demonstrate the power of recursion in programming.
(59) The recursion formula allows us to calculate the nth term of a sequence.
(60) The recursion formula is commonly used in algorithms and data structures.
Sentence with recursion
(61) The recursion formula is a mathematical equation that defines a sequence.
(62) The recursion formula can be used to solve complex mathematical problems.
(63) The recursion formula is a recursive definition of a mathematical object.
(64) The Fibonacci sequence is a great way to introduce students to recursion.
(65) Understanding the recursion formula is essential for advanced programming.
(66) The undefined array is causing the program to enter an infinite recursion.
(67) The undefined paraments caused the program to enter an infinite recursion.
(68) The subroutine calculates the factorial of a given number using recursion.
(69) By using the recursion formula, we can find the next term in the sequence.
(70) The professor emphasized the need to avoid infinite recursion in our code.
Use recursion in a sentence
(71) The function will recur out of the recursion if it reaches a maximum depth.
(72) The recursion formula is often used in mathematical proofs and derivations.
(73) It is important to understand the concept of recursion in computer science.
(74) The recursion formula simplifies the process of solving recursive equations.
(75) The recursion formula is a key concept in understanding recursive functions.
(76) The recursion formula provides a concise way to express repetitive patterns.
(77) The concept of transfinite recursion is used in computer science algorithms.
(78) The recursion formula allows us to express a sequence in a recursive manner.
(79) The recursion formula is a recursive algorithm that calls itself repeatedly.
(80) The recursion formula is a fundamental concept in computational mathematics.
Sentence using recursion
(81) Scala's tail recursion optimization allows for efficient recursive algorithms.
(82) The recursion formula requires knowledge of the initial terms in the sequence.
(83) The recursion formula allows for the efficient computation of fractal patterns.
(84) I had to implement a base case in the recursive function to stop the recursion.
(85) The function will recur out of the recursion if it encounters a specific error.
(86) Lispers have a strong grasp of recursion and functional programming principles.
(87) The recursion formula allows for the efficient calculation of Fibonacci numbers.
(88) The recursion formula allows for the efficient computation of Pascal's triangle.
(89) The function will recur out of the recursion when it reaches the desired result.
(90) The function will recur out of the recursion if it encounters a memory overflow.
Recursion example sentence
(91) Understanding the recursion formula is essential in studying recursive sequences.
(92) The recursion formula allows us to break down a problem into smaller subproblems.
(93) Understanding the recursion formula is crucial for analyzing recursive algorithms.
(94) The Fibonacci series is a key component in understanding the concept of recursion.
(95) By using the recursion formula, we can find the value of any term in the sequence.
(96) The recursion formula is a powerful tool in solving complex mathematical problems.
(97) The recursion formula is a fundamental concept in mathematics and computer science.
(98) The recursion formula simplifies the process of solving complex recursive problems.
(99) The recursion formula is an essential concept in the field of discrete mathematics.
(100) The recursion formula is a fundamental concept in the study of recursive functions.
Sentence with word recursion
(101) The recursion formula allows for the efficient computation of binomial coefficients.
(102) The recursion formula provides a systematic approach to solving recursive equations.
(103) The recursion formula is a key component in understanding recursive data structures.
(104) The recursion formula is a powerful tool for solving complex mathematical equations.
(105) The recursion formula is a recursive algorithm that relies on previous calculations.
(106) The recursion formula is an iterative process that builds upon previous calculations.
(107) The recursion formula is a mathematical equation that defines a sequence recursively.
(108) Wellordering is a crucial tool in proving theorems related to induction and recursion.
(109) The recursion formula is often used in solving problems involving sequences and series.
(110) Dynamic programming algorithms often involve the use of recursion to solve subproblems.
Sentence of recursion
(111) The program recursively calculates the factorial of a given number using tail recursion.
(112) Understanding the recursion formula is essential for mastering recursive problem-solving.
(113) The recursion formula is a fundamental concept in the field of computational mathematics.
(114) Understanding the recursion formula is crucial for writing efficient recursive algorithms.
(115) The function will recur out of the recursion if it reaches a maximum number of iterations.
(116) You can achieve interleaving of the undefined array with another array by using recursion.
(117) Transfinite recursion is a powerful technique for solving problems with infinite solutions.
(118) The recursion formula is a recursive definition that defines a sequence in terms of itself.
(119) The creation of a quine requires a deep understanding of recursion and string manipulation.
(120) The recursion formula is used to solve problems that can be divided into smaller instances.
Recursion used in a sentence
(121) The undefined array cannot be used in recursion as it does not have any elements to process.
(122) The function will recur out of the recursion if it encounters a specific termination condition.
(123) The recursion formula is a mathematical equation that refers to previous terms in the sequence.
(124) The recursion formula is based on the idea of breaking down a problem into smaller subproblems.
(125) The recursion formula is a versatile tool that can be applied to various mathematical problems.
(126) The recursion formula is a powerful tool for solving problems with self-referential definitions.
(127) The recursion formula is used to solve problems that can be broken down into smaller subproblems.
(128) The stack frame is also used to implement recursion, where a function calls itself multiple times.
(129) The transfinite recursion theorem is a fundamental result in set theory that allows for the construction of certain types of sets.
Recursion meaning
Recursion is a concept that is widely used in computer science and mathematics. It refers to the process of solving a problem by breaking it down into smaller, more manageable subproblems of the same type. In simpler terms, recursion involves solving a problem by repeatedly applying the same procedure to a smaller version of the problem until a base case is reached. When it comes to using the word "recursion" or the phrase "recursive function" in a sentence, there are a few tips that can help you effectively convey your message:
1. Define the term: Since recursion might not be a familiar concept to everyone, it is important to provide a clear definition when using the word or phrase in a sentence.
For example, "Recursion is a technique in computer programming where a function calls itself to solve a problem."
2. Provide context: When discussing recursion, it is helpful to provide some context or background information to help the reader understand the relevance of the concept. For instance, "In computer science, recursion is often used to solve complex problems that can be broken down into smaller, more manageable subproblems."
3. Use examples: Examples can be a powerful tool to illustrate the concept of recursion. By providing concrete examples, you can help the reader visualize how recursion works.
For example, "A classic example of recursion is the calculation of the factorial of a number. The factorial of a positive integer n is the product of all positive integers less than or equal to n. This can be calculated recursively by defining the base case as factorial(0) = 1 and the recursive case as factorial(n) = n * factorial(n-1)."
4. Explain the benefits: Recursion offers several advantages in problem-solving, and it can be beneficial to highlight these benefits when using the word or phrase in a sentence. For instance, "Recursion allows for elegant and concise solutions to complex problems, as it leverages the power of self-reference and repetition."
5. Consider the audience: When using the word or phrase "recursion," it is important to consider the knowledge level of your audience. If you are writing for a technical audience, you can use more technical language and assume a certain level of familiarity with the concept. However, if your audience is less familiar with recursion, it is advisable to use simpler language and provide more explanations.
6. Avoid ambiguity: Recursion can sometimes be a confusing concept, and it is crucial to use the word or phrase in a sentence in a way that avoids ambiguity. Make sure your sentence clearly conveys the intended meaning and does not lead to any confusion or misinterpretation.
In conclusion, when using the word "recursion" or the phrase "recursive function" in a sentence, it is important to provide a clear definition, offer context, use examples, explain the benefits, consider the audience, and avoid ambiguity. By following these tips, you can effectively communicate the concept of recursion and its applications.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Recursion. They do not represent the opinions of TranslateEN.com.