Mathématiques et mathématiciens
Mathematics and mathematicians
Matemáticas y Matemáticos

 

Aigner M., Ziegler G.M. (1998) Proofs from The Book. Berlin : Springer Verlag

Allenby R.B.J.T. (1997) Numbers and proofs. New York: John Wiley & Sons.

Atiyah M. (1994) Response to "Theoretical mathematics: toward a cultural synthesis of mathematics and theoretical physics" by Jaffe A., Quinn F. Bulletin of the American mathematical society 30(2) 178-207
Benson D. C. (1999) The Moment of Proof - Mathematical Epiphanies. Oxford : Oxford University Press.

Blum M. (1986) How to prove a theorem so no one else can claim it. Proceedings of the International Congress of Mathematicians (pp. 1444-1451). Berkeley, CA.

Brown J. R. (1999) Philosophy of Mathematics, An Introduction to the World of Proofs and Pictures. Routledge, New York, 1999
Burton L., Morgan C. (2000) Mathematicians writing. Journal for Research in Mathematics Education 31(4) 429-452

Chaitin J. G. (1975) Randomness and Mathematical Proof. Scientific American. 232(5) pp.47-52

Cipra B. (1993) New Computer Insights from "Transparent" Proofs. What's Happening in the Mathematical Sciences . AMS 1, 7-11.

Delahaye J.-P. (1998) Certitudes sans démonstration ? Pour la Science 249, 100-105

Dieudonné J. (1968) Que font les mathématiciens. Age de la science, 2

Dubnov Ya. S. (1963) Mistakes in geometrical proofs. Boston: Heath.

Gardiner T. (1984) Human Activity: The soft underbelly of mathematics? The mathematical intelligencer 6(3) 22-27.

Griffiths P. A. (2000). Mathematics at the turn of the millenium.The American Mathematical Monthly 107(1) 1-14

Jaffe A., Quinn F. (1993) Theoretical mathematics: toward a cultural synthesis of mathematics and theoretical physics. Bulletin of the American mathematical society 29(1) 1-13

Horgan J. (1993) The death of proof. Scientific American (October 1993), 74-82.

Kenneth A. Ross (1998) Doing and Proving: The place of Algorithms and Proof in School Mathematics. American Mathematical Monthly March 1998, pp. 252-255

Kolata G. B. (1976) Mathematical Proof: The Genesis of Reasonable Doubt. Science 192, 689-690.

Krantz S. G. (1994) The immortality of proof. Notices of the American Mathematical Society 41(1) 10-13

Lam C. W. H. (1990) How reliable is a computer-based proof? The Mathematical Intelligencer 12(1) pp. 8-12

Lay S. R. (2001) Analysis with an Introduction to Proof (3rd Edition). Pearson Education.
Poincare H. (1903). Review of Hilbert's "Foundations of geometry" (Translated by E Huntington). Bulletin of the American Mathematical Society 10, 1-23.
Rittaud B. (2003) Conjecture de Kepler, encore 20 ans de vérification. La Recherche. 371, 53-55

Rotman J. (1998) Journey into mathematics an introduction to proofs. Prentice Hall, NJ

Thurston W. P. (1994) On proof and progress in mathematics. Bulletin of the American Mathematical Society 30(2) 161-177.
Traduction française de Jean Brette, avec une introduction de Régine Douady :
(1995) Preuve et progrès en mathématiques. Repères-IREM 21, 5-26.

Velleman D. (1997) Fermat's Last Theorem and Hilbert's program. The Mathematical Intelligencer 19 (1) 64-67.

Vitrac B. (2000) Les deux carrières des éléments. Les cahiers de Science & Vie. 55, 38-41
Vitrac B. (2000) Les treize livres d'Euclide. Les cahiers de Science & Vie. 55, 50-56
Vitrac B. (2000) Trois exemples de démonstrations. Les cahiers de Science & Vie. 55, 57-63

Weyl H. (1944). David Hilbert and his mathematical work. Bulletin of the American Mathematical Society 50, 612-654.

Zahler R. S. (1976) Errors in Mathematical Proofs. Science, 193, 98.

Zeilberger D. (1993) Theorems for a price: Tomorrow's semi-rigorous mathematical culture. Notices of the American Mathematical Society 40(8) 978-981