This volume is the first to adress in a comprehensive way one of the main issues raised by Nietzsche's thought. The problem of subjectivity has become crucial in recent debates in Nietzschean scholarship and is key to understanding Nietzsche’s relation to modern philosophy, as well as his tremendous impact on philosophy from the time of his death until today. The collection assembles 25 essays by some of the finest Nietzsche scholars.

Bibliographical footnotes. Introduction: What is the critical spirit?--Utopianism, ancient and modern, by M.I. Finley.--Primitive society in its many dimensions, by S. Diamond.--Manicheanism in the Enlightenment, by R.H. Popkin.--Schopenhauer today, by M. Horkheimer.--Beginning in Hegel and today, by K.H. Wolff.--The social history of ideas: Ernst Cassirer and after, by P. Gay.--Policies of violence, from Montesquieu to the Terrorist, by E.V. Walter.--Thirty-nine articles: toward a theory of social theory, by J.R. Seeley.--History as private enterprise, by H. Zinn.--From Socrates to Plato, by H. (...) Meyerhoff.--Rational society and irrational art, by H. Read.--The quest for the Grail; Wagner and Morris, by C.E. Schorske.--ValeÌ ry; Monsieur Teste, by L. Goldmann.--History and existentialism in Sartre, by L. Krieger.--German popular biographies; culture's bargain counter, by L. Lowenthal.--The Rechtsstaat as magic wall, by O. Kirchheimer. Revolution from above: some notes on the decision to collectivize Soviet agriculture, by E.H. Carr.--Winston Churchill, power politician and counter revolutionary, by A.J. Mayer.--Brahmins and business, 1870-1914; a hypothesis on the social basis of success in American history, by G. Kolko.--On the limits of professional thought, by M.R. Stein.--The limits of integration, by P. Mattick.--The society nobody wants; a look beyond Marxism and liberalism.--Marcuse as teacher, by W. Leiss, J.D. Ober and E. Sherover.--Marcuse bibliography, by W. Leiss, J.D. Ober and E. Sherover (p. 427-433). (shrink)

Recall that B is PA relative to A if B computes a member of every nonempty $\Pi ^0_1(A)$ class. This two-place relation is invariant under Turing equivalence and so can be thought of as a binary relation on Turing degrees. Miller and Soskova [23] introduced the notion of a $\Pi ^0_1$ class relative to an enumeration oracle A, which they called a $\Pi ^0_1{\left \langle {A}\right \rangle }$ class. We study the induced extension of the relation B is PA relative (...) to A to enumeration oracles and hence enumeration degrees. We isolate several classes of enumeration degrees based on their behavior with respect to this relation: the PA bounded degrees, the degrees that have a universal class, the low for PA degrees, and the ${\left \langle {\text {self}\kern1pt}\right \rangle }$ -PA degrees. We study the relationship between these classes and other known classes of enumeration degrees. We also investigate a group of classes of enumeration degrees that were introduced by Kalimullin and Puzarenko [14] based on properties that are commonly studied in descriptive set theory. As part of this investigation, we give characterizations of three of their classes in terms of a special sub-collection of relativized $\Pi ^0_1$ classes—the separating classes. These three can then be seen to be direct analogues of three of our classes. We completely determine the relative position of all classes in question. (shrink)