A Unified Information Data Length (IDL) Theoretic Approach to Information- Theoretic Pathway Model Queueing Theory (QT) with Rényi entropic applications to Fuzzy Logic

This work is the first in literature to tackle the difficult open problem of determining the information data length theory of the information-theoretic pathway model queueing theory, combined with several novel additions to the existing knowledge. Following that, some potential Rényi entropic applications in the context of fuzzy logic and fuzzy sets are emphasized. The paper ends with closing remarks combined with some challenging open problems and the next phase of research.