págs. 3-26
Mathematics, history of mathematics and Poncelet: The context of the École Polytechnique
Bruno Belhoste, Karine Chemla
págs. 27-62
págs. 63-111
págs. 113-129
Further Thoughts on Anachronism: A presentist reading of Newton’s Principia
págs. 131-154
págs. 157-188
Poincaré and arithmetic revisited
Catherine Goldstein
págs. 189-226
Simplifying a proof of transcendence for e: A letter exchange between Adolf Hurwitz, David Hilbert and Paul Gordan
págs. 227-254
págs. 255-267
“No mother has ever produced an intuitive mathematician”: The question of mathematical heritability at the end of the nineteenth century
págs. 269-287
Learning from the masters (and some of their pupils)
John Stillwell
págs. 289-299
Mathematical practice: How an astronomical table was made in the Yuanjia li (443 AD)
págs. 303-316
págs. 317-339
Gauging potentials: Maxwell, Lorenz, Lorentz and others on linking the electric scalar and vector potentials
Jed Z. Buchwald
págs. 341-364
Ronald Ross and Hilda Hudson: A collaboration on the mathematical theory of epidemics
June Barrow-Green
págs. 365-389
págs. 393-423
What is the right way to be modern?: Examples from integration theory in the twentieth century
págs. 425-452
págs. 453-478
Mathematical modernism, goal or problem?: The opposing views of Felix Hausdorff and Hermann Weyl
págs. 479-508
The Direction-Theory of Parallels: Geometry and philosophy in the age of Kant
págs. 511-536
págs. 537-573
págs. 575-592
págs. 595-615
History of mathematics illuminates philosophy of mathematics: Riemann, Weierstrass and mathematical understanding
Jamie Tappenden
págs. 617-649
págs. 651-658
History is a foreign country: A journey through the history of mathematics
págs. 661-675
Jeremy Gray
págs. 677-691
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