These projects reflect the core appearances that give rise to the Liar paradox (and its ilk). Semantic paradoxes arise, at least in part, from the appearance that we can ‘exhaustively characterize’ all sentences of our language in terms of ‘semantically significant’ predicates, and truly do as much in our language. Consider the classical picture according to which our semantically significant p...

From the perspective of modern neuroscience all behaviors and all experiences are created by the dynamic matrix of chemical and electromagnetic events within the human brain. Paranormal experiences might be considered a subset of these neurogenic processes. Experiences that are labeled as or attributed to paranormal phenomena 1) are frequently dominated by a sensed presence, 2) appear to involv...

Several interesting classes of k-uniformly close-to-convex functions and k-uniformly quasi-convex functions are defined here by using the DziokSrivastava operator. We provide necessary and sufficient coefficient conditions, extreme points, integral representations, and distortion bounds for functions belonging to each of these classes of k-uniformly close-to-convex functions and k-uniformly qua...

A countable CW complexK is quasi-finite (as defined by A.Karasev [30]) if for every finite subcomplex M of K there is a finite subcomplex e(M) containing M such that any map f : A → M , A closed in a separable metric space X satisfying XτK, there is an extension g : X → e(M) of f . Levin’s [36] results imply that none of the Eilenberg-MacLane spaces K(G, 2) is quasi-finite if G = 0. In this pap...