Wilfrid Sellars was a leading American philosopher of the postwar period who wrote extensively on the interpretation of Kant’s philosophy. Many of his most interesting writings on Kant, however, were only published posthumously — some appearing only in the past few years. The conference will seek to bring together a handful of the leading North American and European scholars of Sellars’s work with a number of leading Kant interpreters. The three central topics of the conference will be the following:
(1) Sellar’s contributions to a proper exegetical and philosophical understanding of Kant,
(2) the import of Sellars’s reading of Kant for contemporary philosophical debates about the nature of perceptual experience, and
(3) the place of Sellar’s writings on Kant in an overall understanding of Sellar’s own systematic philosophical project.
This rejoinder is meant to add some of my observations to those already made by Utisz. Hopefully this will be helpful, these are the sorts of issues I found interesting in Chapter 7. Generally, these reflections are an attempt to tackle Utisz’ question: How far, if at all, is Maimon disagreeing with Kant or taking the idea in a direction other than Kant’s intention?
Although, as Utisz points out, chapter 7 is rather short, it’s certainly not lacking in depth. If we take extensive and intensive magnitudes as attempts not only to think about quantitative and qualitative differences, but also as a continuation of the previous discussion of the nature of cognition, then the “definition” of extensive and intensive magnitudes, it seems to me, is the central claim of the chapter: Continue reading
I’m slowly making my way through Gideon Freudenthal’s “Definition and Construction: Salomon Maimon’s Philosophy of Geometry” and I came across a reference to Louis Couturat‘s discussion of Kant’s philosophy of mathematics (Les Principes des Mathematiques: avec un appendice sur la philosophie des mathématiques de Kant) – it is available on Google Books (as a PDF) in German as “Kants Philosophie der Mathematik” published as an appendix to Die philosophischen Prinzipien der Mathematik (Leipzig, 1908). Continue reading
Since Meillassoux’s so-called “arche-fossil” argument against correlationism is so popular with the kids (even though it’s not as essential to the argument of the book itself), I’ve always wondered what sort of philosophical response can one give to the following questions: Continue reading
Although most of those who will be reading Maimon’s Essay here over the next several weeks will be familiar with the intricacies of Kant’s philosophy, I think it would be appropriate to quickly mention Maimon’s main target in the Critique of Pure Reason – Kant’s complex and controversial Transcendental Deduction (TD). This is just a quick outline of Kant’s presentation of the subject matter, I hope that those interested will read the TD again to get the sense of Maimon’s critique. There have been many excellent interpretations of TD and I will not even attempt to present a summary. Continue reading
A new open-access, peer reviewed Kant journal, Kant Studies Online. Details:
Kant Studies Online publishes articles written in English on all aspects of Kant’s works including historically informed studies, applications of Kantian thought to contemporary problems, the relationship between Kantian and Neo-Kantian thinking, and detailed scholarly works on interpretation of Kant’s works. It will also include review articles of secondary works on Kant. An issue of the journal will be deemed to exist whenever an accepted article is published. The journal is edited by Gary Banham in association with an editorial board and is published in the spirit of the open access movement. Whilst its target audience is academic philosophers and students it aims to attract non-academic readers by making all its material freely available without restriction.
(h/t Self and World)