statistical convergence

Statistical convergence is a concept in mathematics that describes how a sequence of numbers behaves as it progresses. Instead of requiring each individual term to get closer to a specific value, it means that, for most of the terms, the sequence stays close to that value, except possibly for a small, insignificant set of exceptional terms. As the sequence continues, the proportion of these exceptions becomes negligible, so the sequence "converges" to the target value in a statistical sense, reflecting a form of average or long-term stability around that point.