noun something that occurs again
In mathematics, recurrence refers to a sequence of numbers or events that repeats in a predictable pattern.
In finance, recurrence can be used to describe patterns or trends that repeat over time in financial markets or economic data.
In computer science, recurrence is commonly used in algorithms and data structures to solve problems that can be broken down into smaller subproblems of the same type.
In physics, recurrence may refer to the periodic or cyclical nature of certain phenomena or systems.
In epidemiology, recurrence may refer to the reappearance of a disease or health condition in a population after a period of absence.
In literature, recurrence refers to the repetition of certain themes, motifs, or events throughout a piece of writing. Writers often use recurrence to create a sense of unity and coherence in their work, or to highlight important ideas or symbols.
In psychology, recurrence can refer to the reappearance of symptoms or behaviors in a patient after a period of improvement. Psychologists may use techniques such as cognitive behavioral therapy to help patients recognize and address patterns of recurrence in order to prevent relapse.
In data analysis, recurrence can refer to the occurrence of similar patterns or trends in a dataset over time. Data analysts may use techniques such as time series analysis to identify and analyze recurrent patterns in order to make predictions or inform decision-making.
In software engineering, recurrence can refer to the repetition of a process or function within a program. Software engineers may use techniques such as recursion to create efficient algorithms that can handle repetitive tasks or solve complex problems.
In medicine, recurrence can refer to the return of a disease or condition after a period of remission. Medical doctors may use treatments such as chemotherapy or surgery to prevent the recurrence of cancer, or prescribe medications to manage the symptoms of chronic conditions.