The paper addresses the dynamics of education by using Markov chains, a powerful probabilistic model able to make predictions on how sources of knowledge either change or …
Modelled as finite homogeneous Markov chains, probabilistic cellular automata with local transition probabilities in (0, 1) always posses a stationary distribution. This result alone is …
The book presents an avant-garde and interdisciplinary technical-entrepreneurial approach for ensuring sustainability by bringing a Systems Engineering (SE) novel mechanism …