Nonlinear Volterra type integral equations of the second kind corresponding to the Cauchy problem are presented.
As part of the main work, nonlinear Volterra type integral equations of the second kind corresponding to the Cauchy problems are shown and, subsequently, Banach fixed point theorem is applied.
The Argument from Uncodifiability is that explaining a virtuous person's action in terms of a desire for doing N things, where N is a natural property of actions, combined with the belief that something is N falsely presumes that there is some finite and codifiable natural kind N corresponding to every virtuous quality in actions.
Schopenhauer follows Wolff in distinguishing among four kinds of reasons, corresponding to four kinds of objects, and charges that much philosophical confusion arises from attempts to explain objects of one kind by reasoning that belongs to the other kind.
To a certain extent, he also admits that written and vocal words correspond to mental concepts, so that, just as there are ten kinds of predication, i.e., ten kinds of vocal utterances (the ten categories), there are also ten kinds of concepts corresponding to them (see Panaccio 1999, 55).
GMMs were trained using three kinds of reverberant speech corresponding to three kinds of impulse responses.
Thus, there must be four basic kinds of objects corresponding to the mental activities of ideation, judgment, feeling, and desire.
This degradation can be evaluated with two kinds of methods corresponding to analytical- and simulation-based approaches.
Within the framework of plural logic, however, there are two distinctively different ways that a theory can be ontologically committed to entities, or kinds of entity, corresponding to the distinction between distributive and collective predication (see Rayo (2007 435 77), who calls the latter "plethological commitment").
Two kinds of hill shape, a steep one with stable separation and a low one without stable separation, and two kinds of upstream roughness condition corresponding to two kinds of velocity profile are considered.
