‎We present some existence and convergence results for a general class of nonexpansive mappings in partially ordered hyperbolic metric spaces‎. ‎We also give some examples to show the generality of the mappings considered herein.

Abstract The generality problem is commonly considered to be a critical difficulty for reliabilism. In this paper, we present dynamical perspective on the in spirit of naturalized epistemology. According outlook, it worth investigating how token belief-forming processes instantiate specific types biological agent’s cognitive architecture (including other relevant embodied features) and backgrou...

Let f: C --> P^3 be a general curve of genus g, mapped to via linear series degree d; and let Q (and thus smooth) quadric. In this paper, we show that the points intersection f(C) \cap give collection 2d on Q, except for exactly six exceptional cases. We also prove similar theorems every other pair (r, n) which, only finitely many pairs (d, g), g P^r d, with hypersurface S n, is dn S. As explai...

Many philosophers believe that there is a fundamental distinction between knowing that something is the case and knowing how to do something. According to Gilbert Ryle, to whom the insight is credited, knowledge-how is an ability, which is in turn a complex of dispositions. Knowledge-that, on the other hand, is not an ability, or anything similar. Rather, knowledge-that is a relation between a ...