Unification of Two Approaches to Quantum Logic: Every Birkhoff – von Neumann Quantum Logic is a Partial Infinite-Valued Łukasiewicz Logic

In the paper it is shown that every physically sound Birkhoff – von Neumann quantum logic, i.e., an orthomodular partially ordered set with an ordering set of probability measures can be treated as partial infinite-valued ?ukasiewicz logic, which unifies two competing approaches: the many-valued, and the two-valued but non-distributive, which have co-existed in the quantum logic theory since its very beginning.     

The Image of Disease in Religious,Medical–Astrological and Social Discourses: Old Polish Literature as an Example of Early Modern European Mentality

Journal of Religion and Health - Today, the world is struggling with a coronavirus epidemic. People explain differently the causes and sense of this disease. Old Polish literature about diseases is...