iteratívan

Iteratív is a term derived from the Latin word "iterare," meaning to repeat. In various fields, including computer science, mathematics, and design, an iterative process involves repeatedly applying a specific procedure or set of operations. Each repetition, or iteration, refines or progresses an intermediate result towards a desired outcome or solution.

In computer programming, iteration is fundamental to loops, such as `for` or `while` loops, which execute a block of code multiple times. This allows for efficient processing of data collections or tasks that require repeated actions. Algorithms are often designed iteratively, starting with an initial guess or state and systematically improving it with each step.

In mathematics, iterative methods are used to approximate solutions to complex problems, such as finding roots of equations or solving systems of linear equations. These methods start with an initial approximation and generate a sequence of approximations that ideally converge to the true solution.

In design thinking and product development, iterative processes are employed to build, test, and refine solutions. Prototypes are created, user feedback is gathered, and based on that feedback, the design is modified and improved in subsequent iterations. This cyclical approach allows for flexibility and continuous improvement, leading to more robust and user-centered outcomes. The key characteristic of any iterative process is the progression through a series of steps, each building upon the results of the previous one.