 If we look at Dedekind’s contributions from such a perspective, the sum total is impressive. He was not only one of the greatest mathematicians of the nineteenth century, but also one of its subtlest philosophers of mathematics. With his structuralist views about the nature of mathematical entities and about how to investigate them, he was far ahead of his time. He was even ahead of much current philosophy of mathematics, especially with his sensitivity to both sides. This is not to say that his position is without problems. Dedekind himself was troubled by the set-theoretic antinomies, especially initially. And the twentieth century produced additional surprises, such as Gödel’s Incompleteness Theorems, that  are difficult to accommodate for everyone. Moreover, the methodology of mathematics has developed further since his time, including attempts to reconcile and integrate “conceptual” and “computational” thinking, e.g.,  in computer-assisted proofs. Then again, is there a philosophical position available today that answers all important questions about mathematics in a satisfactory way? If not, updating and reviving a Dedekindian position may be a worthwhile project.