Introduction: mathematics and the world of experience - Part I. Mathematics, magnitudes and the conditions of experience
Space, time and mathematics in the Critique of Pure Reason
Magnitudes, mathematics, and experience in the Axioms of Intuition
Extensive and intensive magnitudes and continuity
Conceptual and intuitive representation: singularity, continuity, and concreteness
Interlude: the Greek mathematical tradition as background to Kant
Euclid, the Euclidean mathematical tradition, and the theory of magnitudes
Part II. Kant's Theory of Magnitudes, Intuition and measurement
Kant's reworking of the theory of magnitudes
Kant's revision of the metaphysics of quantity
From mereology to mathematics.