Edward Halper

The last chapter of Spinoza's Theological-Political Treatise (TTP) is a brief for freedom of religion. In our enthusiasm for Spinoza's conclusion it is easy to overlook the blatant contradiction between this thesis and the central claim of the immediately preceding chapter that "right over matters of religion is vested entirely in the sovereign." There Spinoza emphasizes the necessity that there be but one sovereign in the state and the threat that autonomous religious authorities would pose to the authority of this sovereign. This last claim is, in turn, bolstered by his analysis of the deficiencies of the Hebrew state in the chapter before, chapter 18, according to which it was the usurpation of political authority by priests that ultimately undermined the state. In other words, in chapters 18 and 19, Spinoza makes the case for the strict political control of religion only to conclude his treatise by arguing, in chapter 20, that the purpose of the state is, in reality, freedom and that that freedom manifests itself, in part, in freedom of religion. How could this latter not pose exactly the sort of threat to the sovereign and the state that leads Spinoza to insist on the sovereign's absolute control of religion? How can Spinoza insist that religion be both free and controlled by the state? This paper aims to answer this question and, in the process, explains a number of troubling features of the Theological-Political Treatise

Jacob Klein raises two important questions about Aristotle’s account of number: (1) How does the intellect come to grasp a sensible as an intelligible unit? (2) What makes a collection of these intelligible units into one number? His answer to both questions is “abstraction.” First, we abstract (or, better, disregard) a thing’s sensible characteristics to grasp it as a noetic unit. Second, after counting like things, we again disregard their other characteristics and grasp the group as a noetic entity composed of “pure” units. As Klein explains them, Aristotle’s numbers are each “heaps” of counted units; in contrast, each of Plato’s numbers is one. This paper argues that Klein is right to understand a noetic unit existing in the sensible entity, but that his answer to the second question is not consonant with Aristotle’s insistence that Plato cannot account for the unity of a number, whereas he can. Slightly modifying Klein’s analysis, I show that Aristotle’s numbers are each one.

The aim of this paper is to explain how to design and teach a course that meets the special requirements of Freshman Seminar programs by using feature films to examine philosophical themes. Two such courses are discussed. By organizing each course around a theme, the teacher can use the films to illustrate and, sometimes, critique philosophical positions that she elaborates. Discussing the films, the students develop analytical and interpretive skills important for more rigorous philosophy courses as well as for work in other disciplines.

Why should the work of the ancient and the medievals, so far as it relates to nature, still be of interest and an inspiration to us now? The contributions to this enlightening volume explore and uncover contemporary scholarship's debt to the classical and medieval past. Thinking About the Environment synthesizes religious thought and environmental theory to trace a trajectory from Mesopotamian mythology and classical and Hellenistic Greek, through classical Latin writers, to medieval Christian views of the natural world and our relationship with it. The work also offers medieval Arabic and Jewish views on humanity's inseparability from nature. The volume concludes with a study of the breakdown between science and value in contemporary ecological thought. Thinking About the Environment will be a invaluable source book for those seeking to address environmental ethics from a historical perspective.

This paper aims to show Hegel’s system to be a self-generating and conceptually closed system and, therefore, an idealism. Many readers have agreed that Hegel intends his logic to be a self-generating, closed system, but they assume that the two branches of Realphilosophie, Nature and Spirit, must involve the application of logical categories to some non-conceptual reality external to them. This paper argues that Nature emerges from logic by the reapplication of the opening logical categories to the final category of logic, Absolute Idea, and that the resulting categories are irreducible bipartite compounds that develop into new categories by characteristic forms of self-relation following, roughly, the sequence in logic from Being through Essence. With the determination of Absolute Idea by Concept, Spirit emerges, and it develops through its own characteristic forms of self-relation until Absolute Idea is self-determined. Hence, Realphilosophie is a rigorous conceptual development that goes beyond logic without introducing anything that is not conceptual.