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IntroductionJ. Ferreiros and J. J. Gray: ; Reinterpretations in the history and philosophy of foundations; M. Beaney: Frege and the role of historical elucidation: Methodology and the foundations of mathematics; J. Ferreiros: Riemann’s Habilitationsvortrag at the crossroads of mathematics, physics and philosophy; J. Tappenden: The Riemannian background to Frege’s philosophy; L. Corry: Axiomatics, Empiricism, and Anschauung in Hilbert’s conception of geometry: Between arithmetic and general relativity; Explorations into the emergence of modern mathematics; J. Avigad: Methodology and metaphysics in the development of Dedekind’s theory of ideals; C. McLarty: Emmy Noether’s set-theoretic topology: from Dedekind to the rise of functors; P. Mancosu: Tarski on models and logical consequence; J. P. Marquis: A path to the epistemology of mathematics: Homotopy theory; Alternative views and programs in the philosophy of mathematics; M. Epple: Felix Hausdorff’s ’considered empiricism’; E. Scholz: Practice-related symbolic realism in H. Weyl’s mature view of mathematical knowledge; H. Benis-Sinaceur (Translated by J. Deans): From Kant to Hilbert: French philosophy of concepts in the beginning of the 20th Century.; W. Sieg: Relative consistency and accessible domains, (Synthese, vol. 84, 1990); Coda; J. J. Gray: Modern mathematics as a cultural phenomenon

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