References for Otto Schreier

Version for printing

Articles:

  1. B Beham, Zwischen Hamburg und Wien: Otto Schreier (1901-1929), Mitt. Math. Ges. Hamburg 28 (2009), 131-149.
  2. B Beham and K Sigmund, A short tale of two cities: Otto Schreier and the Hamburg-Vienna connection, Math. Intelligencer 30 (3) (2008), 27-35.
  3. H Benis-Sinaceur, La constitution de l'algèbre réelle dans le mémoire d'Artin et Schreier, in Faire de l'histoire des mathématiques: documents de travai, Marseille, 1983, Cahiers Hist. Philos. Sci. Nouv. Sér. 20 (Soc. Française Hist. Sci. Tech., Paris, 1987), 106-138.
  4. H Benis-Sinaceur, La théorie d'Artin et Schreier et l'analyse non-standard d'Abraham Robinson, Arch. Hist. Exact Sci. 34 (3) (1985), 257-264.
  5. B Chandler and W Magnus, The History of Combinatorial Group Theory: A Case Study in the History of Ideas (New York - Heidelberg - Berlin, 1982), 91-98.
  6. H G Forder, Review: Einführung in die analytische Geometrie und Algebra. I, by O Schreier and E Sperner, The Mathematical Gazette 17 (222) (1933), 57-58.
  7. H G Forder, Review: Einführung in die analytische Geometrie und Algebra. II, by O Schreier and E Sperner, The Mathematical Gazette 21 (244) (1937), 240-241.
  8. T Hawkins, Weyl and the topology of continuous groups, in History of topology (North-Holland, Amsterdam, 1999), 169-198.
  9. K A Hirsch, Review: Introduction to Modern Algebra and Matrix Theory, by O Schreier and E Sperner, The Mathematical Gazette 37 (321) (1953), 228-229.
  10. T C Holyoke, Review: Introduction to Modern Algebra and Matrix Theory, by O Schreier and E Sperner, The Mathematics Teacher 45 (6) (1952), 483.
  11. S Kass, Karl Menger, Notices Amer. Math. Soc. 43 (5) (1996), 558-561.
  12. A J Knight, Review: Geometry of n dimensions, by O Schreier and E Sperner, The Mathematical Gazette 46 (355) (1962), 83.
  13. K Menger, Otto Schreier, Monatshefte für Mathematik und Physik 37 (1) (1930), 1-6.
  14. K Menger, Otto Schreier, in B Schweizer, A Sklar, K Sigmund, P Gruber, E Hlawka, L Reich and L Schmetterer (eds.), Selecta Mathematica (Springer, New York, 2003), 559-564.
  15. Otto Schreier (Obituary), Abhandlungen aus dem Mathematischen Seminar der hamburgischen Universität 7 Band (1929), 106-.
  16. H Sinaceur, La construction algébrique du continu: calcul, ordre, continuité, in Le labyrinthe du continu, Cerisy-la-Salle, 1990 (Springer, Paris, 1992), 104-116.
  17. P D Straffin, Review: A short tale of two cities: Otto Schreier and the Hamburg-Vienna connection, by Bernhard Beham and Karl Sigmund, The College Mathematics Journal 40 (1) (2009), 68-69.

JOC/EFR March 2014

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