Đorđe Vukašinović

In this paper, we revisit Kant’s conception of political freedom and draw a connection to the concept of freedom presented in the Groundwork of the Metaphysics of Morals—a practical concept of freedom that is immediately grounded in the transcendental concept of freedom. Also, we defend the traditional viewpoint on the relationship between Kant’s theory of morals and the theory of Right, which is equivalent to the claim that political freedom is based on the definition of freedom in the Groundwork.

The aim of this paper is to present Aristotle’s indefinitistic solution to the continuum structure problem. This problem has a long history, and an important place in that history is occupied by Aristotle’s conception of the continuum structure. To explicate and clarify this conception of the continuum structure, we have singled out two equivalent definitions of continuous magnitude that Aristotle offers. The first definition characterizes the continuum as a quantity whose touching parts have identical boundaries, while the second implies that the continuum is an infinitely divisible quantity. Both of these definitions have the consequence that the continuum is de facto a unique quantity that is potentially infinitely divisible.