References for David Hilbert

Version for printing
  1. H Freudenthal, Biography in Dictionary of Scientific Biography (New York 1970-1990).
    http://www.encyclopedia.com/doc/1G2-2830901999.html
  2. Biography in Encyclopaedia Britannica.
    http://www.britannica.com/eb/article-9040439/David-Hilbert

Books:

  1. M Ackerman and R Hermann (trs.), Hilbert's invariant theory papers (Lie Groups: History, Frontiers and Applications, VIII. Math Sci Press, Brookline, Mass., 1978).
  2. L Corry, David Hilbert and the axiomatization of physics (1898-1918). From Grundlagen der Geometrie to Grundlagen der Physik. Archimedes: New Studies in the History and Philosophy of Science and Technology, 10 (Kluwer Academic Publishers, Dordrecht, 2004).
  3. J Fang, Hilbert. Towards a philosophy of modern mathematics. II (Paideia Press, New York 1970).
  4. M Hallett and U Majer (eds.), David Hilbert's lectures on the foundations of geometry, 1891-1902 (Springer-Verlag, Berlin, 2004).
  5. V Peckhaus, Hilbertprogramm und Kritische Philosophie. Das Göttinger Modell interdisziplinärer Zusammenarbeit zwischen Mathematik und Philosophie (Studien zur Wissenschafts-, Sozial- und Bildungsgeschichte der Mathematik 7. Vandenhoeck & Ruprecht, Göttingen, 1990).
  6. C Reid, Hilbert (Berlin- Heidelberg- New York, 1970).
  7. C Reid, Hilbert-Courant ( New York, 1986).
  8. K Reidemeister (ed.), Hilbert. Gedenkband (Springer-Verlag, Berlin, 1971).
  9. T Sauer, U Majer, A Schirrmacher and H-J Schmidt (eds.), David Hilbert's lectures on the foundations of physics 1915-1927 (German), Relativity, quantum theory and epistemology (Springer-Verlag, Berlin, 2009).
  10. H Wussing and W Arnold, Biographien bedeutender Mathematiker (Volk und Wissen Verlag, Berlin, 1983).

Articles:

  1. M V Abrusci, Hilbert and the foundations of mathematics: the axiomatic method (Italian), in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 127-142.
  2. M V Abrusci, 'Proof', 'theory', and 'foundations' in Hilbert's mathematical work from 1885 to 1900, in Italian studies in the philosophy of science (Boston Stud. Philos. Sci., 47, Reidel, Dordrecht-Boston, Mass., 1981), 453-491.
  3. P S Aleksandrov, A few words of recollections of Hilbert (Russian), Uspekhi Mat. Nauk 36 (1)(217) (1981), 233-236.
  4. G L Alexanderson, About the cover: Hilbert and the Paris ICM, Bull. Amer. Math. Soc. (N.S.) 51 (2) (2014), 329-334.
  5. A M Anile, Current problems in mathematical physics: the original contribution of David Hilbert, in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 59-74.
  6. B Artmann, Euclid's and Hilbert's foundations of geometry, in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 143-160.
  7. T A A B, Review: Anschauliche Geometrie, by D Hilbert and S Cohn-Vossen, The Mathematical Gazette 36 (317) (1952), 231-232.
  8. T A A B, Review: Methods of Mathematical Physics. I, by R Courant and D Hilbert, The Mathematical Gazette 39 (328) (1955), 175.
  9. H Behnke, Die hohe Zeit Göttingens. Zu einer Biographie über Hilbert, Math.-Phys. Semesterber. 18 (1971), 1-6.
  10. P G Bergmann, Review: Methods of Mathematical Physics, Vol. II: Partial Differential Equations, by R Courant and D Hilbert, The American Mathematical Monthly 71 (3) (1964), 338.
  11. P Bernays, David Hilbert, Encyclopedia of Philosophy III (New York, 1967), 496-504.
  12. H A Bethe, Review: Methods of Mathematical Physics, by R Courant and D Hilbert, Science, New Series 119 (3080) (1954), 75-76.
  13. K-R Biermann, David Hilbert und die Berliner Akademie, Math. Nachr. 27 (1963/1964), 377-384.
  14. G Birkhoff, Review: Methoden der Mathematischen Physik, by R Courant and D Hilbert, Science, New Series 99 (2573) (1944), 322.
  15. G Birkhoff and M K Bennett, Hilbert's 'Grundlagen der Geometrie', Rend. Circ. Mat. Palermo (2) 36 (3) (1987), 343-389.
  16. M Black, Review: Grundlagen der Mathematik, by D Hilbert and P Bernays, Mind 49 (194) (1940), 239-248.
  17. M Black, Review: Grundzüge der Theoretischen Logik, by D Hilbert and W Ackermann, The Mathematical Gazette 23 (255) (1939), 334.
  18. O Blumenthal, David Hilbert (German), Mitt. Dtsch. Math.-Ver. 20 (3) (2012), 175-180.
  19. W M Boothby, Review: Geometry and the Imagination, by David Hilbert and S Cohn-Vossen, The Mathematics Teacher 47 (2) (1954), 126.
  20. U Bottazzini, Hilbert's problems: a research program for 'future generations', in Mathematical lives (Springer, Berlin, 2011), 1-10.
  21. K A Brading and T A Ryckman, Hilbert's 'Foundations of physics': gravitation and electromagnetism within the axiomatic method, Stud. Hist. Philos. Sci. B Stud. Hist. Philos. Modern Phys. 39 (1) (2008), 102-153.
  22. T A A Broadbent, Review: Gesammelte Abhandlungen. II by David Hilbert; Gesammelte Abhandlungen. III by David Hilbert, The Mathematical Gazette 52 (379) (1968), 61-62.
  23. L Cakalov, David Hilbert and his mathematical work (Bulgarian), Fiz. Mat. Spis. Bulgar. Akad. Nauk. 5 (38) (1962), 126-135.
  24. C Carathéodory, Obituary: David Hilbert, S-B Math.-Nat. Abt. Bayer. Akad. Wiss. 1943 (1943) 350-354.
  25. R Carnap, Review: Grundlagen der Mathematik. Band I, by D Hilbert and P Bernays, The Journal of Unified Science (Erkenntnis) 8 (1/3) (1939), 184-187.
  26. F Catanese, Hilbert and the theory of invariants (Italian), in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 25-46.
  27. F Catanese, Hilbert at the Georg August Universität Göttingen: yesterday and today (Italian), in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 7-24.
  28. C Cerroni, Some models of geometries after Hilbert's Grundlagen, Rend. Mat. Appl. (7) 30 (1) (2010), 47-66.
  29. C Cerroni, The contributions of Hilbert and Dehn to non-Archimedean geometries and their impact on the Italian school, Rev. Histoire Math. 13 (2) (2007), 259-299.
  30. A Church, Review: Grundzüge der Theoretischen Logik (3rd ed), by D Hilbert and W Ackermann, The Journal of Symbolic Logic 15 (1) (1950), 59.
  31. W S Contro, Von Pasch zu Hilbert, Arch. History Exact Sci. 15 (3) (1975/76), 283-295.
  32. E T Copson, Review Methoden der mathematischen Physik. II, by R Courant and D Hilbert, The Mathematical Gazette 22 (250) (1938), 302-306.
  33. L Corry, On the origins of Hilbert's sixth problem: physics and the empiricist approach to axiomatization, in International Congress of Mathematicians III (Eur. Math. Soc., Zürich, 2006), 1697-1718.
  34. L Corry, Axiomatics, empiricism, and Anschauung in Hilbert's conception of geometry: between arithmetic and general relativity, in The architecture of modern mathematics (Oxford Univ. Press, Oxford, 2006), 133-156.
  35. L Corry, David Hilbert and his empiricist philosophy of geometry (Spanish), History and philosophy of mathematics (Spanish), Bol. Asoc. Mat. Venez. 9 (1) (2002), 27-43.
  36. L Corry, Leo Hilbert and physics (1900-1915), in The symbolic universe, Milton Keynes, 1996 (Oxford Univ. Press, New York, 1999), 145-188.
  37. L Corry, David Hilbert between mechanical and electromagnetic reductionism (1910-1915), Arch. Hist. Exact Sci. 53 (6) (1999), 489-527.
  38. L Corry, The influence of David Hilbert and Hermann Minkowski on Einstein's views over the interrelation between physics and mathematics, Endeavour 22 (3) (1998), 95-97.
  39. L Corry, Hilbert on kinetic theory and radiation theory (1912-1914), Math. Intelligencer 20 (3) (1998), 52-58.
  40. L Corry, David Hilbert and the axiomatization of physics (1894-1905), Arch. Hist. Exact Sci. 51 (2) (1997), 83-198.
  41. L Corry, Axiomatics and structural algebra in the works of David Hilbert (Spanish), Mathesis 11 (4) (1995), 291-329.
  42. L Corry, J Renn and J Stachel, Belated Decision in the Hilbert-Einstein Priority Dispute, Science 278 (5341) (1997), 1270-1273.
  43. R Courant, Reminiscences from Hilbert's Göttingen, Math. Intelligencer 3 (4) (1980/81), 154-164.
  44. A Császár, Wie sah Hilbert die Zukunft der Mathematik?, in Grosse Augenblicke aus der Geschichte der Mathematik (Bibliographisches Inst., Mannheim, 1990), 167-192.
  45. J B Diaz, Review: Methods of Mathematical Physics, Volume II, by R Courant and D Hilbert, SIAM Review 6 (4) (1964), 463-466.
  46. J B Diaz, Review: Methods of Mathematical Physics Vol 2 by R. Courant and D. Hilbert, Mathematics of Computation 18 (88) (1964), 680-683.
  47. J Dieudonné, David Hilbert (1862-1943) (Spanish), Rev. Integr. Temas Mat. 2 (1) (1983), 27-33.
  48. A V Dorofeeva, Hilbert's development of the theory of infinite quadratic forms (Russian), in History and methodology of the natural sciences XX (Russian), Moskov. Gos. Univ., Moscow, 1978), 74-80.
  49. A Drago, Poincaré versus Peano and Hilbert about the mathematical principle of induction, in Henri Poincaré: science et philosophie, Nancy, 1994 (Publ. Henri-Poincaré-Arch., Akademie Verlag, Berlin, 1996), 513-527; 586.
  50. B Dreben and A Kanamori, Hilbert and set theory, in A Symposium on David Hilbert, Boston, MA, 1993, Synthese 110 (1) (1997), 77-125.
  51. R Dvornicich, The influence of David Hilbert in number theory (Italian), in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 75-91.
  52. J Earman and C Glymour, Einstein and Hilbert: two months in the history of general relativity, Arch. Hist. Exact Sci. 19 (3) (1978/79), 291-308.
  53. U Felgner, Hilberts 'Grundlagen der Geometrie' und ihre Stellung in der Geschichte der Grundlagendiskussion, Jahresber. Dtsch. Math.-Ver. 115 (3-4) (2014), 185-206.
  54. J Ferreirós, Hilbert, logicism, and mathematical existence, Synthese 170 (1) (2009), 33-70.
  55. F H Fischer, Review: Grundzüge der Theoretischen Logik (4th ed), by D Hilbert and W Ackermann, The Journal of Symbolic Logic 25 (2) (1960), 158.
  56. H G Forder, Review: Grundlagen der Geometrie (7th edition), by D Hilbert, The Mathematical Gazette 15 (213) (1931), 397-400.
  57. H G Forder, Review: Grundlagen der Mathematik. II, by D Hilbert and P Bernays, The Mathematical Gazette 24 (260) (1940), 225-227.
  58. H G Forder, Review: Grundzüge der Theoretischen Logik, by D Hilbert and W Ackermann, The Mathematical Gazette 14 (197) (1928), 273-274.
  59. R Fritsch, Hilberts Beweis der Transzendenz der Ludolphschen Zahl pi, Differentsial'naya Geom. Mnogoobraz. Figur No. 34 (2003), 144-148.
  60. M Giaquinta, Hilbert and the calculus of variations (Italian), in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 47-58.
  61. E N Giovannini, Completeness and continuity in Hilbert's foundations of geometry: on the Vollständigkeitsaxiom (Spanish), Theoria (San Sebastián) (2) 28 (76) (2013), 139-163.
  62. R L Goodstein, Review: Principles of Mathematical Logic, by D Hilbert and W Ackermann, The Mathematical Gazette 35 (314) (1951), 293-294.
  63. I Grattan-Guinness, A sideways look at Hilbert's twenty-three problems of 1900, Notices Amer. Math. Soc. 47 (7) (2000), 752-757.
  64. J Gray, Poincaré replies to Hilbert: on the future of mathematics ca. 1908, Math. Intelligencer 34 (3) (2012), 15-29.
  65. J Hachaj, David Hilbert in the light of his correspondence with Felix Klein (Polish), in Hilbert's Problems (Polish), Miedzyzdroje, 1993 (Polsk. Akad. Nauk, Warsaw, 1997), 263-269.
  66. G B Halsted, Review: The Foundations of Geometry, by David Hilbert, Science, New Series 16 (399) (1902), 307-308.
  67. C O Hill, Husserl and Hilbert on completeness, in From Dedekind to Gödel, Boston, MA, 1992 (Synthese Lib., 251, Kluwer Acad. Publ., Dordrecht, 1995), 143-163.
  68. H N Jahnke, Hilbert, Weyl und die Philosophie der Mathematik, Math. Semesterber. 37 (2) (1990), 157-179.
  69. S C Kleene, Review: Grundlagen der Mathematik Vol 2, by D Hilbert and P Bernays, The Journal of Symbolic Logic 5 (1) (1940), 16-20.
  70. G T Kneebone, Review: Grundlagen der Mathematik I (2nd edition), by D Hilbert and P Bernays, The Journal of Symbolic Logic 35 (2) (1970), 321-323.
  71. G T Kneebone, Review: Principles of Mathematical Logic, by D Hilbert, W Ackermann and Robert E Luce, Philosophy 27 (103) (1952), 375-376.
  72. G T Kneebone, Review: Grundlagen der Mathematik II (2nd ed), by D Hilbert and Bernays, The Journal of Symbolic Logic 39 (2) (1974), 357.
  73. E F Kondrat'ev, David Hilbert and the axiomatization of physics (Russian), in Proceedings of an International Mathematics Seminar (Russian) (Izd. Kaliningrad. Gos. Univ., Kaliningrad, 2002), 84-90.
  74. M Laserna, Kant, Frege, Hilbert and the sources of geometrical knowledge, Rev. Acad. Colombiana Cienc. Exact. Fís. Natur. 24 (93) (2000), 535-546.
  75. D W Lewis, David Hilbert and the theory of algebraic invariants, Irish Math. Soc. Bull. 33 (1994), 42-54.
  76. P-L Lions, Du Courant & Hilbert Methoden der mathematischen Physik aux simulations numériques, Gaz. Math. No. 108 (2006), 5-16.
  77. X H Liu, The disagreement between Gauss and Hilbert on Fermat's last theorem (Chinese), J. Northwest Univ. 30 (2) (2000), 176-180.
  78. G Lolli, Hilbert and logic (Italian), in The ideas of David Hilbert (Italian), Catania, 1999, Matematiche (Catania) 55 (suppl. 1) (2000), 93-126.
  79. C C MacDuffee, Review: Geometry and the Imagination, by D Hilbert and S Cohn-Vossen, Science, New Series 116 (3023) (1952), 643-644.
  80. B Machado, David Hilbert (Portuguese), Gaz. Mat., Lisboa 4 (14) (1943), 1-2.
  81. U Majer, Husserl and Hilbert on completeness. A neglected chapter in early twentieth century foundations of mathematics, in A Symposium on David Hilbert, Boston, MA, 1993, Synthese 110 (1) (1997), 37-56.
  82. U Majer, Hilbert's criticism of Poincaré's conventionalism, in Henri Poincaré: science et philosophie, Nancy, 1994 (Publ. Henri-Poincaré-Arch., Akademie Verlag, Berlin, 1996),
  83. V S Malakhovskii, The prominent role of David Hilbert in the development of mathematics in the 20th century (Russian), in Proceedings of an International Mathematics Seminar (Russian) (Izd. Kaliningrad. Gos. Univ., Kaliningrad, 2002), 60-64.
  84. E A Maxwell, Review: Geometry and the Imagination, by D Hilbert, S Cohn-Vossen and P Nemenyi, The Mathematical Gazette 37 (322) (1953), 295.
  85. D C McCarty, David Hilbert and Paul du Bois-Reymond: limits and ideals, in One hundred years of Russell's paradox (de Gruyter Ser. Log. Appl., 6, de Gruyter, Berlin, 2004), 517-532.
  86. W H McCrea, Review: Principles of Mathematical Logic, by D Hilbert, W Ackermann, The British Journal for the Philosophy of Science 2 (8) (1952), 332-333.
  87. C McLarty, Hilbert on theology and its discontents: the origin myth of modern mathematics, in Circles disturbed (Princeton Univ. Press, Princeton, NJ, 2012), 105-129.
  88. H A Medicus, A comment on the relations between Einstein and Hilbert, Amer. J. Phys. 52 (3) (1984), 206-208.
  89. P Modesti, Hilbert and the 'Grundlagen der Geometrie', in Seminars in Complex Analysis and Geometry, 1989/90, Arcavacata (Sem. Conf., 10, Mediterranean, Rende, 1993), 65-92.
  90. G H Moore, Hilbert on the infinite: the role of set theory in the evolution of Hilbert's thought, Historia Math. 29 (1) (2002), 40-64.
  91. L J Mordell, Review: Gesammelte Abhandlungen. III. Analysis. Grundlagen der Mathematik. Physik. Verschiedenesnebst einer Lebensgeschichte, by David Hilbert, The Mathematical Gazette 20 (239) (1936), 213-215.
  92. E N, Review: Grundzüge der Theoretischen Logik, by D Hilbert and W Ackermann, The Journal of Philosophy 35 (14) (1938), 390-391.
  93. B H Neumann, David Hilbert, Mathematical Spectrum 25 (1992/93), 70-73.
  94. J D North, Review: Gesammelte Abhandlungen, by David Hilbert; Hilbert Gedenkband, by K Reidemeister, The British Journal for the History of Science 6 (2) (1972), 208-209.
  95. A J F de Oliveira, Hilbert's formalism and intuitive thought (Portuguese), Bol. Soc. Port. Mat. No. 52 (2005), 1-25.
  96. V Pambuccian, Review: David Hilbert's lectures on the foundations of geometry, 1891-1902, Philos. Math. (3) 21 (2) (2013), 255-277.
  97. A N Parsin, David Hilbert and the theory of invariants (Russian), Istor.-Mat. Issled. Vyp. 20 (1975), 171-197; 380.
  98. C Parsons, Review: Beiträge zur Philosophie der Logik und Mathematik, by Leonard Nelson, Wilhelm Ackermann, Paul Bernays and David Hilbert, The Journal of Philosophy 59 (9) (1962), 242-246.
  99. L Patton, Hilbert's objectivity, Historia Math. 41 (2) (2014), 188-203.
  100. A L Pavlova, D Hilbert: friends and teachers (Russian), in Proceedings of an International Mathematics Seminar (Russian) (Izd. Kaliningrad. Gos. Univ., Kaliningrad, 2002), 95-99.
  101. V Peckhaus, Hilbert's axiomatic programme and philosophy, in The history of modern mathematics III (Academic Press, Boston, MA, 1994), 90-112.
  102. V Peckhaus, Hilbert, Zermelo und die Institutionalisierung der mathematischen Logik in Deutschland, Ber. Wiss.-Gesch. 15 (1) (1992), 27-38.
  103. V Peckhaus and R Kahle, Hilbert's paradox, Historia Math. 29 (2) (2002), 157-175.
  104. A Pietsch, D Hilbert and E Schmidt or A landmark in the history of mathematics (Czech), Pokroky Mat. Fyz. Astronom. 39 (2) (1994), 65-94.
  105. H Poincaré, Review of Hilbert's Foundations of geometry, in Real numbers, generalizations of the reals, and theories of continua (Synthese Lib., 242, Kluwer Acad. Publ., Dordrecht, 1994, 147-168.
  106. C J Posy, Brouwer versus Hilbert: 1907-1928, Sci. Context 11 (2) (1998), 291-325.
  107. M F Ranada, David Hilbert, Hermann Minkowski, the axiomatization of physics and the Sixth Problem (Spanish), Gac. R. Soc. Mat. Esp. 6 (3) (2003), 641-664.
  108. C Reid, The Hilbert mentality (Spanish), Bol. Mat. 9 (3) (1975), 187-188.
  109. Review: The Foundations of Geometry, by D Hilbert and E J Townsend, The Mathematical Gazette 2 (38) (1903), 268-269.
  110. P Roket, David Hilbert in Königsberg (Russian), in Proceedings of an International Mathematics Seminar (Russian) (Izd. Kaliningrad. Gos. Univ., Kaliningrad, 2002), 3-30.
  111. W V Quine, Review: Grundzüge der Theoretischen Logik, by D Hilbert and W Ackermann, The Journal of Symbolic Logic 3 (2) (1938), 83-84.
  112. D E Rowe, Klein, Hilbert, and the Göttingen mathematical tradition, Osiris (2) 5 (1989), 186-213.
  113. D E Rowe, David Hilbert on Poincaré, Klein, and the world of mathematics, The Mathematical Intelligencer 8 (1) (1986), 75-77.
  114. D E Rowe, Hilbert's early career: encounters with allies and rivals, Math. Intelligencer 27 (1) (2005), 72-82.
  115. D E Rowe, From Königsberg to Göttingen: a sketch of Hilbert's early career, Math. Intelligencer 25 (2) (2003), 44-50.
  116. D E Rowe, Mathematics made in Germany: on the background to Hilbert's Paris lecture, Math. Intelligencer 35 (3) (2013), 9-20.
  117. D E Rowe, Making mathematics in an oral culture: Göttingen in the era of Klein and Hilbert, Sci. Context 17 (1-2) (2004), 85-129.
  118. D E Rowe, Einstein meets Hilbert: at the crossroads of physics and mathematics, Phys. Perspect. 3 (4) (2001), 379-424.
  119. D E Rowe, Perspective on Hilbert, Perspect. Sci. 5 (4) (1997), 533-570.
  120. D E Rowe, The philosophical views of Klein and Hilbert, in The intersection of history and mathematics (Sci. Networks Hist. Stud., 15, Birkhäuser, Basel, 1994), 187-202.
  121. T Sauer, The relativity of discovery: Hilbert's first note on the foundations of physics, Arch. Hist. Exact Sci. 53 (6) (1999), 529-575.
  122. T Sauer and D E Rowe, Otto Blumenthal über David Hilbert, Mitt. Dtsch. Math.-Ver. 20 (3) (2012), 173-174.
  123. M M Schiffer, Review: Methods of Mathematical Physics. vol. 2, Partial Differential Equations, by R Courant and D Hilbert, Science, New Series 137 (3527) (1962), 334.
  124. A Schirrmacher, Planting in his neighbor's garden: David Hilbert and early Göttingen quantum physics, Phys. Perspect. 5 (1) (2003), 4-20.
  125. W Sieg, Hilbert's programs: 1917-1922, Bull. Symbolic Logic 5 (1) (1999), 1-44.
  126. S Sigurdsson, Review: Natur und mathematisches Erkennen: Vorlesungen, gehalten 1919-1920 in Gottingen, by David Hilbert and David E Rowe, Isis 84 (3) (1993), 600-602.
  127. H Sinaceur, Le rôle de Poincaré dans la genèse de la métamathématique de Hilbert, in Henri Poincaré: science et philosophie, Nancy, 1994 (Publ. Henri-Poincaré-Arch., Akademie Verlag, Berlin, 1996), 493-511.
  128. I Smadja, Local axioms in disguise: Hilbert on Minkowski diagrams, Synthese 186 (1) (2012), 315-370.
  129. I Smadja, Erratum to: Local axioms in disguise: Hilbert on Minkowski diagrams, Synthese 186 (1) (2012), 441-442.
  130. Snz, Review: Grundzüge der theoretischen Logik, by D Hilbert and W Ackermann, Annalen der Philosophie und philosophischen Kritik 7 (1928), 157.
  131. A Sommerfeld, Zum Andenken an David Hilbert, Naturwissenschaften 31 (1943), 213-214.
  132. E Stepinska, The debate between Hilbert and Frege (Polish), Wiadom. Mat. 34 (1998), 105-122.
  133. R Thiele, Hilbert and his twenty-four problems, in Mathematics and the historian's craft (CMS Books Math./Ouvrages Math. SMC, 21, Springer, New York, 2005), 243-295.
  134. R Thiele, Hilbert und Hamburg, Mitt. Math. Ges. Hamburg 22 (2003), 99-126.
  135. M Toepell, On the origins of David Hilbert's 'Grundlagen der Geometrie', Archive for History of Exact Science 35 (4) (1986), 329-344.
  136. M Toepell, 100 Jahre Grundlagen der Geometrie - David Hilberts entscheidender Beitrag zur Formalisierung der Mathematik., Mitt. Dtsch. Math.-Ver. 1999 (1) (1999), 10-15.
  137. H W Turnbull, Review: Anschauliche Geometrie, by D Hilbert and S Cohn-Vossen, The Mathematical Gazette 17 (225) (1933), 277-280.
  138. D van Dalen, Der Grundlagenstreit zwischen Brouwer und Hilbert, in Vorlesungen zum Gedenken an Felix Hausdorff (Berliner Studienreihe Math., 5, Heldermann, Berlin, 1994), 207-212.
  139. B L van der Waerden, The school of Hilbert and Emmy Noether, Bull. London Math. Soc. 15 (1) (1983), 1-7.
  140. S C van Veen, In memoriam David Hilbert (1862-1943) (Dutch), Mathematica, Zutphen. B 11 (1943), 159-169.
  141. V Vinnikov, We shall know: Hilbert's apology, Math. Intelligencer 21 (1) (1999), 42-46.
  142. V P Vizgin, Einstein, Hilbert, and Weyl: the genesis of the geometrical unified field theory program, in Einstein and the history of general relativity, North Andover, MA, 1986 (Einstein Stud., 1, Birkhäuser Boston, Boston, MA, 1989), 300-314.
  143. V P Vizgin, Hilbert and the problem of general covariant equations of gravitation (Russian), Istor.-Mat. Issled. No. 24 (1979), 226-246; 388.
  144. Jan von Plato, Review: David Hilbert's Lectures on the Foundations of Geometry 1891-1902, edited by Michael Hallett and Ulrich Majer, The Bulletin of Symbolic Logic 12 (3) (2006), 492-494.
  145. C Wang, Comparative study of theories of abstract spaces introduced by Fréchet and Hilbert (Chinese), J. Northwest Univ. Nat. Sci. 43 (1) (2013), 163-167.
  146. J C Webb, Hilbert's formalism and arithmetization of mathematics, in A Symposium on David Hilbert, Boston, MA, 1993, Synthese 110 (1) (1997), 1-14.
  147. K F Wehmeier, Aspekte der Frege-Hilbert-Korrespondenz, Hist. Philos. Logic 18 (4) (1997), 201-209.
  148. H Weyl, David Hilbert and his mathematical work, Bull. Amer. Math. Soc. 50 (1944), 612-654.
  149. H Weyl, Hermann Obituary: David Hilbert. 1862-1943, Obituary Notices of Fellows of the Royal Society of London 4 (1944), 547-553.
  150. H Weyl, David Hilbert and his mathematical work (Portuguese), Bol. Soc. Mat. Sao Paulo 1 (1946), 76-104.
  151. H Weyl, David Hilbert and his mathematical work (Portuguese), Bol. Soc. Mat. Sao Paulo 2 (1947), 37-60.
  152. O Zich, On the thirtieth anniversary of the death of David Hilbert (Czech), Pokroky Mat. Fyz. Astronom. 18 (1973), 301-305.
  153. H J Zassenhaus, On the Minkowski-Hilbert dialogue on mathematization, Canad. Math. Bull. 18 (3) (1975), 443-461.
  154. O Zich, On the thirtieth anniversary of the death of David Hilbert (Czech), Pokroky Mat. Fyz. Astronom. 18 (1973), 301-305.
  155. D Zitarelli, Hilbert in Missouri, Math. Mag. 84 (5) (2011), 351-364.
  156. G Zubieta R, Review: Principles of Mathematical Logic, by D Hilbert, W Ackermann, The Journal of Symbolic Logic 16 (1) (1951), 52-53.

JOC/EFR November 2014

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