This paper analyzes the shifts in Wilhelm Windelband’s ‘critical philosophy of values’ as it developed hand in hand with his understanding of relativism. The paper has two goals. On the one hand, by analyzing the role that relativism played in his philosophical project, it seeks to contribute to a better understanding of Windelband's intellectual development in the context of historicism and Neo-Kantianism. On the other hand, by highlighting Windelband’s contribution to the understanding of relativism, it sheds light on an important (...) episode in the history of that problem. The paper distinguishes between three phases in Windelband’s thinking and shows that his views about relativism changed in close connection with his conception of history. The early Windelband thought that historicism was compatible with absolute validity because he was firmly convinced of historical progress. The mature Windelband rejected progress as a means for justifying validity and put the problem of relativism into sharp relief. In response to the failure of his mature philosophy to fend off relativism, the later Windelband strengthened the role of history again. The paper concludes that Windelband’s significance lies not in his arguments against relativism, but rather in having furthered philosophical understanding of the problems at stake. (shrink)

This article examines Cohen’s “transcendental method”, Windelband’s “critical method”, the neo-Kantian distinctions between natural science and the humanities (i. e., human or cultural sciences), and Weber’s account of ideal-typical explanations. The Marburg and the Southwest Schools of neo-Kantianism have in common that their respective philosophies of science focused on method, but they substantially differ in their approaches. Cohen advanced the “transcendental method”, which was taken up and transformed by Natorp and Cassirer; later, it became influential in neo-Kantian approaches to 20th (...) century physics. Windelband distinguished between facts and values, linking the former to the “genetic” method of history and the latter to the “critical” method of philosophy; and between the “nomothetic” and “idiographic” methods of the empirical sciences, a distinction further elaborated by Rickert. The distinction does not give rise to a sharp discrimination but is rather what Weber would later call an ideal type. All these approaches contribute in different ways to understanding the structure of scientific knowledge, focusing on different aspects of the general path of the empirical sciences between rationalism and empiricism. (shrink)

The goal of this paper is to explain the nature of philosophy as a distinct science with its own subject-matter. This is achieved through a comparative analysis of mathematical and philosophical knowledge that reveals a profound similarity between mathematics and philosophy as mutually complementary sciences exploring the field of abstract entities that can be comprehended only by purely a priori theoretical inquiry. By considering this complementarity, a general definition of philosophy can be obtained by dualizing the traditional Aristotelian definition of (...) mathematics as the “science of quantity”. Philosophy should thus be interpreted as an a priori science of the pure qualitative attributes of being. (shrink)

The article looks at the concept of value in Heinrich Rickert?s philosophy of value and attempts a systematic study of this concept in the context of the fundamental problems in Roman Ingarden?s ontology of value. The result is a systematised presentation of Rickert?s notion of value and a series of conclusions concerning fundamental aspects of his philosophy of culture. The essential discrepancy that the comparison reveals concerns the formal character of Rickert?s philosophy of values, which implies a great deal of (...) openness and freedom in the understanding and implementation of values. Another fundamental difference exposed by Ingarden concerns the ontological status of values. (shrink)

In recent discussions of the so-called “value of truth,” it is assumed that what is valuable in the relevant way is not the things that are true, but only various states and activities associated with those things: knowing them, investigating them, etc. I consider all the arguments I know of for this assumption, and argue that none provide good reason to accept it. By examining these arguments, we gain a better appreciation of what the value of the things that are (...) true would be, and why it would matter. We also encounter three indications that what is true really is valuable, each of which provides a promising starting point for a serious argument with that conclusion. (shrink)

This compelling reevaluation of the relationship between logic and knowledge affirms the key role that the notion of judgement must play in such a review. The commentary repatriates the concept of judgement in the discussion, banished in recent times by the logical positivism of Wittgenstein, Hilbert and Schlick, and the Platonism of Bolzano. The volume commences with the insights of Swedish philosopher Per Martin-Löf, the father of constructive type theory, for whom logic is a demonstrative science in which judgement is (...) a settled feature of the landscape. His paper opens the first of four sections that examine, in turn, historical philosophical assessments of judgement and reason; their place in early modern philosophy; the notion of judgement and logical theory in Wolff, Kant and Neo-Kantians like Windelband; their development in the Husserlian phenomenological paradigm; and the work of Bolzano, Russell and Frege. The papers, whose authors include Per Martin-Löf, Göran Sundholm, Michael Della Rocca and Robin Rollinger, represent a finely judged editorial selection highlighting work on philosophers exercised by the question of whether or not an epistemic notion of judgement has a role to play in logic. The volume will be of profound interest to students and academicians for its application of historical developments in philosophy to the solution of vexatious contemporary issues in the foundation of logic. ​. (shrink)