[GRT] B. Green, T. Tao
, The primes contain arbitrarily long arithmetic progressions // Annals of Math. 167(2008) — 481–547.[GRE] M. J. Greenberg
, Euclidean and Non-Euclidean Geometries — 2nd ed., W. H. Freeman, New York, 1980.[GRE1] B. Greene
, The Elegant Universe — W. W. Norton & Co., New York, 2003.[HAL1] T. Hales
, The status of the Kepler conjecture // Math. Intelligencer 16(1994) — 47–58.[HAL2] T. Hales
, A proof of the Kepler conjecture // Annals of Math. 162(2005) — 1065–1185.[HAL3] T. Hales
, Formal proof // Notices of the American Mathematical Society 55(2008) — 1370–1380.[HAL] M. Hall
, The Theory of Groups — Macmillan, New York, 1959.[HAR] G. H. Hardy
, A Mathematician’s Apology — Cambridge University Press, London, 1967.[HER] I. M. Herstein
, Topics in Algebra — Xerox, Lexington, 1975.[HIN] G. Higman, B. H. Neumann
, Groups as groupoids with one law // Publicationes Mathematicae Debreceu 2(1952) — 215–227.[HIL] D. Hilbert
, Grundlagen der Geometrie — Teubner, Leipzig, 1899.[HIA] D. Hilbert, W. Ackermann
, Grundz̈uge der theoretischen Logik — Springer-Verlag, Berlin, 1928.[HHM] D. Hoffman
, The computer-aided discovery of new embedded minimal surfaces // Math. Intelligencer 9(1987) — 8–21.[HOF] P. Hoffman
, The Man Who Loved Only Numbers: The Story of Paul Erd̈os and the Search for Mathematical Truth — Hyperion, New York, 1999.[HOR1] J. Horgan
, The Death of Proof? // Scientific American 269(1993) — 93–103.[HOR2] J. Horgan
, The End of Science — Broadway Publishers, New York, 1997.[HOS] E. Horowitz, S. Sahni
, Exact and approximate algorithms for scheduling nonidentical processors // J. Assoc. Comput. Mach. 23(1976) — 317–327.[HRJ] K. Hrbacek, T. Jech
, Introduction to Set Theory — 3rd ed., Marcel Dekker, New York, 1999.[HSI1] W.-Y. Hsiang
, On the sphere packing problem and the proof of Kepler’s conjecture // Internat. J. Math. 4(1993) — 739–831.[HSI2] W.-Y. Hsiang
, Sphere packings and spherical geometry — Kepler’s conjecture and beyond — Center for Pure and Applied Mathematics, U. C. Berkeley, July, 1991.[HSI3] W.-Y. Hsiang
, Least Action Principle of Crystal Formation of Dense Packing Type and Kepler’s Conjecture — World Scientific, River Edge, NJ, 2001.[HSI4] W.-Y. Hsiang
, A rejoinder to T. C. Hales’s article: «The status of the Kepler conjecture», Math. Intelligencer 16(1994), Math. Intelligencer 17(1995) — 35–42.[IFR] G. Ifrah
, The Universal History of Numbers: From Prehistory to the Invention of Computers // translated from the French by David Bellos, E. F. Harding, Sophie Wood„ Ian Monk — John Wiley & Sons, New York, 1998.[JAF] Arthur Jaffe
, Proof and the evolution of mathematics // Synthese 111(1997) — 133–146.[JAQ] Arthur Jaffe, F. Quinn
, «Theoretical mathematics»: toward a cultural synthesis of mathematics and theoretical physics. Bulletin of the A. M. S. 29(1993) — 1–13.[JEC] T. Jech
, The Axiom of Choice — North-Holland, Amsterdam, 1973.[KAP1] R. Kaplan, E. Kaplan
, The Nothing That Is: A Natural History of Zero — Oxford University Press, Oxford, 2000.[KAP2] R. Kaplan, E. Kaplan
, The Art of the Infinite: The Pleasures of Mathematics — Oxford University Press, Oxford, 2003.[KAR] R. M. Karp
, Reducibility among combinatorial problems // R. E. Miller, J. W. Thatcher, eds., Complexity of Computer Computations — Plenum Press, New York, 1972 — 85–103.[KLL] B. Kleiner, J. Lott
, Notes on Perelman’s papers.[KLN] M. Kline
, Mathematics, The Loss of Certainty — Oxford University Press, New York, 1980. [Есть русский перев.: Клайн М. Математика. Утрата определенности. — М.: Мир, 1984.][KLI1] W. Klingenberg
, Existence of infinitely many closed geodesics // J. Differential Geometry 11(1976) — 299–308.[KLI2] W. Klingenberg
, Lectures on closed geodesics — 3rd ed., Mathematisches Institut der Universiẗat Bonn, Bonn, 1977.[KLI3] W. Klingenberg
, Lectures on Closed Geodesics // Grundlehren der MathematischenWissenschaften, v. 230 — Springer-Verlag, Berlin-New York, 1978.[KOL] G. Kolata
, Mathematical proof: The genesis of reasonable doubt // Science 192(1976) — 989–990.[KRA1] S. G. Krantz
, The immortality of proof // Notices of the AMS, 41(1994) — 10–13.[KRA2] S. G. Krantz
, A Primer of Mathematical Writing — American Mathematical Society, Providence, RI, 1996.[KRA3] S. G. Krantz
, Mathematical Publishing: A Guidebook — American Mathematical Society, Providence, RI, 2005.[KRA4] S. G. Krantz
, Handbook of Logic and Proof Techniques for Computer Science — Birkḧauser, Boston, 2002.