Revolutions in Mathematics

Ten "laws" concerning patterns of change in the history of mathematics 1975, Michael Crowe T.S. Kuhn's theories and mathematics - a discussion paper on the new historiography of mathematics 1976, Herbert Mehrtens appendix 1992 - revolutions reconsidered, Herbert Mehrtens conceptual revolutions and the history of mathematics - two studies in the growth of knowledge 1984, Joseph Dauben appendix 1992 - revolutions revisisted, Joseph Dauben Descartes' geometrie and revolutions in mathematics, Paolo Mancosu was Leibniz a mathematical revolutionary?, Emily Grosholz the "fine structure" of mathematical revolutions - metaphysics, legitimacy, and rigour - the case of the calculus from Newton to Berkeley and MacLaurin, Giulio Giorelio non-Euclidean geometry and revolutions in mathematics, Yuxin Zheng the "revolution" in the geometrical vision of space in the 19th century and the hermeneutical epistemology of mathematics, Luciano Boi meta-level revolutions in mathematics, Caroline Dunmore the 19th century-revolution in mathematical ontology, Jeremy Gray a restoration that failed - Paul Finsler's theory of sets, Herbert Breger the Fregean revolution in logic, Donald Gillies afterword 1982 - a revolution in the historiography of mathematics?, Michael Crowe.