"Recurring" Pronounce,Meaning And Examples

"Recurring" Natural Recordings by Native Speakers

Recurring

"Recurring" Meaning

Happening or done at regular intervals: "The traffic delays are a recurring problem."

"Recurring" Examples

1. The family is able to enjoy a recurring inheritance from their wealthy aunt every year.

2. The company offers a recurring discount on flights for their preferred customers.

3. Young children find joy in the recurring visits from a local children's book character.

4. Due to the discrimination act, companies are required to make the same decision in a recurring case of applying the act.

5. Subscription boxes sometimes offer recurring specials and seasonal collection which subscribers can buy in addition to the monthly or quarterly boxes.

"Recurring" Similar Words

Recur

To recur means to happen or come back again at regular intervals or at short intervals. It can also mean to repeat or occur repeatedly, often in a pattern.

Recure

Recur refers to something that happens or is done again after a break or time gap. It can also mean repeated regularly, or to happen or operate repeatedly.

Recurrals are financial settlements made by an insurance company to a policyholder as a result of a covered loss or accident. They are also known as insurance payouts or settlements. In general, a recurrals can be understood as: Repayments or reimbursements made by an entity (such as an insurance company) to an individual (such as a policyholder) for an expense or loss incurred. Periodic payments or installments made by an entity to fulfill a financial obligation. Reimbursement for costs or expenses incurred due to a specific event or situation.

Recurred

Having happened again, or repeatedly happening.

Recurrence

The word "recurrence" typically means the action of happening or being done again, often regularly or repeatedly. It can refer to a repeated occurrence of a situation, event, or condition. It can also imply a sense of repetition of a pattern or trend.

Recurrences

Recurring events or situations that happen repeatedly, often in a predictable pattern. Example: "The recurrence of natural disasters in the area has made it a challenging place to live." It can also refer to: 1. A mathematical concept in which a sequence or function repeats values or behavior over regular intervals. 2. A recurring dream or theme in an artistic work, such as a film or book. 3. A series of events that recur at regular intervals, such as a recurring meeting or celebration. 4. A medical term referring to a symptom or feature that returns over time, such as a recurrence of a disease. In linguistics, it may refer to the repetition of a sound, word, or phrase in a sentence or text.

Recurrent

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

Recurrently

Happening or done repeatedly or at regular intervals.

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

Recursion is a fundamental concept in computer science and mathematics that refers to a method of solving a problem by breaking it down into smaller sub-problems that are similar to the original problem. In simple terms, recursion occurs when a function calls itself repeatedly until it reaches a base case that stops the recursion. For example, when you call a function and it, in turn, calls itself to perform the same task, and the function continues to call itself until it reaches a point where there's nothing else to call, and it starts returning back to its previous calls, that's recursion. Recursion is often used in programming to solve problems that are inherently recursive in nature, such as: 1. Tree traversals 2. Dynamic programming 3. Backtracking algorithms 4. Generating permutations Recursion is a powerful technique for solving complex problems, but it can also lead to stack overflow errors if not implemented carefully, as each recursive call adds a layer to the call stack.

Recursive

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.

Recursively

(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.

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

Recursivity refers to the property of something, such as a function, relationship, or structure, that involves itself or calls itself in its definition or operation. In other words, recursion is a mechanism in which a procedure or function invokes itself as a subroutine, allowing the procedure to repeat itself several times in a sequence, and each time with slightly different inputs, in order to solve a complex problem or generate a complex result. Recursivity can be seen in many areas of mathematics, computer science, and everyday life. For example: 1. Recursive function: A function that calls itself in its definition, such as a factorial function that calculates n! (n factorial) by calling itself for (n-1)!. 2. Recursive relationship: A relationship that involves itself, such as a Fibonacci sequence where each term is the sum of the two preceding terms. 3. Recursive structure: A structure that contains copies of itself, such as a network where each node contains a copy of the entire network. The concept of recursivity has many benefits, such as: 1. Simplifying complex problems: Recursion can break down complex problems into simpler sub-problems that can be solved more easily. 2. Handling self-similar structures: Recursion can be used to handle structures that repeat themselves, such as fractals. 3. Improving problem-solving efficiency: Recursion can help to eliminate redundant calculations by reusing sub-procedures. However, recursivity can also lead to some challenges, such as: 1. Stack overflow: Repeated function calls can cause a stack overflow if the recursive depth becomes too large. 2. Difficulty in understanding: Recursion can be difficult to understand and debug, especially for large and complex recursive functions. In summary, recursivity is a powerful tool that allows algorithms and structures to break down complex problems into smaller sub-problems, and to solve them more efficiently.

Recursor

A 3rd person singular or plural verb form of "recursion" or one that references a component that reminiscs parasites the wave pattern of distance as time. Alternatively, a recursive course.