For the realist metaphysician, certain notions in metaphysics are objectively theory-guiding. But what makes them so? Echoing others, Dasgupta (Citation2018) suggests that the realist metaphysician faces trenchant difficulties here—resulting in the problem of missing value. I first propose that Kant’s project of a critique of pure reason faces this problem: he supposes that the notion of ground is objectively theory-guiding in metaphysics. This investigation reconstructs his response. I argue that, for Kant, a notion is objectively theory-guiding in metaphysics if (and (...) because) it is required for the successful exercise of reason. By analysing the requirements on undertaking a critique of pure reason, we will see why his notion of ground would be objectively theory-guiding in this sense. I conclude that his response generalizes to yield a potentially promising response to the problem of missing value. (shrink)

There is no consensus concerning how to understand the ‘two-step proof structure’ (§§15–20, 21–7) of the Transcendental Deduction in the B-edition of the Critique of Pure Reason. This disagreement invites a closer examination of what Kant might have meant by a ‘transcendental deduction’. I argue that the transcendental deduction consists of three tasks that parallel Kant’s broader project of a ‘critique’ of pure reason; first, an origin task to justify reason’s authority to use them; second, an analytical task that determines (...) the conditions under which this authority can be legitimately exercised; and third, a dialectical task to determine the conditions under which this authority cannot be legitimately exercised. So long as we continue to read the B-Deduction solely in terms of its two-step proof structure, we overlook how Kant’s notion of ‘critique’ constitutes the real grounds for his argumentative strategy there. (shrink)