I suggest that we can read Marx in the light of recent analytic, neo-Hegelian thought. I summarize the Pittsburgh School philosophers’ claims about the myth of the given, the claim that human experience is conceptual all the way out, and that we live in a space of reasons. I show how Hegel has been read in those terms, and then apply that reading of Hegel to Marx’s argument that capital is akin to what Hegel called Geist, or spirit. We can (...) understand capitalism as a space of reasons that is contradictory: while the space of reasons is supposed to make human freedom possible, our space of reasons makes freedom impossible. Reading Marx in this way is helpful, because it avoids the flaws of analytical Marxism, existentialism and structuralism. However, it raises a large problem of its own: Can the theory of the space of reasons be applied to a society that is not free of alienation? I argue that it can, but only in ways that would not satisfy the analytic neo-Hegelians themselves. (shrink)

This paper explores Sellars’ and Hegel’s treatment of ‘sensation’ – a notion that plays a central role in the reflections of both authors but which has garnered little scholarly attention. To disentangle the issues surrounding the notion and elaborate its role, function, and fate in their thought, I begin with a methodological question: what kind of philosophical argument leads Sellars and Hegel to introduce the concept of ‘sensation’ into their systems? Distinguishing between their two argumentative approaches, I maintain that Hegel (...) offers what I broadly label a ‘transcendental’ argument for ‘sensation,’ which he presents in the Philosophy of Subjective Spirit and in the corresponding Lectures, whereas Sellars introduces the notion of sensation for what I term empirically ‘explanatory’ reasons. Next, I closely analyze Hegel’s and Sellars’ theories of sensation to produce a textually supported and conceptually coherent reading of their views on the notion. To clarify my methodological distinction and its stakes in Hegel’s and Sellars’ I will reference Lewis’ notion of the given. (shrink)