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...

Abstract Using the exceptional inverse image functor for quasi-finite proper morphisms of separated tame Deligne–Mumford stacks finite type over a field k , Serre duality is obtained in varying degrees generality stacks. The approach follows that schemes.

The correspondence found by Faulkner between inner ideals of the Lie algebra a simple algebraic group and shadows on set long root groups building associated with is shown to hold in greater generality (in particular, over fields characteristic distinct from two).