QUASI-NON-ERGODIC PROBABILISTIC SYSTEMS AND WAVE PROBABILISTIC FUNCTIONS

摘要

This paper presents models of quasi-non-crgodic probabilistic systems that arc defined through the theory of wave probabilistic functions presented in [10-16]. First of all we show the new methodology on a binary non-ergodic time series. The theory is extended into M-dimensional non-crgodic n-valued systems with linear crgodicity evolution that arc called quasi-non-crgodic probabilistic systems. We present two illustrative examples of applications of introduced theories and models.