Iterations refer to the repetition of a process, calculation, or set of instructions. It involves a cycle of actions that are repeated, often with the results of one cycle serving as the input for the next. This cyclical approach is commonly used in computer programming, mathematical algorithms, design thinking, and scientific experimentation to refine processes, approach solutions, or improve outcomes through incremental steps. The number of iterations signifies how many times a process has been repeated or cycled through to achieve the desired result. It can be used for code, scientific studies, or really any procedure with room for adjustment.
Iterations meaning with examples
- The software development team planned multiple iterations of the program, releasing new versions with bug fixes and enhancements after each cycle of testing and user feedback. They created multiple iterations to finally create the product they have today.
- To solve the complex equation, the mathematical algorithm required several iterations, each refining the estimate until it converged on the final solution. Through iterative development, they moved closer to their end goals.
- The artist created several iterations of the design, experimenting with different color palettes and compositions before selecting the final artwork. iterations here provided different avenues.
- In scientific research, the experiment was repeated through several iterations, changing variables to test their impact on the outcomes, helping them narrow the scope of their findings.
- During the design process, multiple iterations of the product prototype were built and tested, allowing engineers to identify and fix design flaws before the final product was released.