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Wanda Szmielew 1918–1976

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List of Wanda Szmielew's publications

  1. Szmielew W.,On choices from finite sets,Fundamenta Mathematicae, 34 (1946), pp. 75–80.

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  2. Szmielew W.,Decision problem in group theory,Proceedings of the Xth International Congress of Philosophy 1949, pp. 763–766, Amsterdam.

  3. Szmielew W.,Arithmetical classes and types of Abelian groups,Bulletin of the American Mathematical Society, 55 (1949), p. 65.

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  4. Szmielew W., andTarski A.,Theorems common to all complete and axiomatizable theories,Bulletin of the American Mathematical Society, 55 (1949), p. 1075.

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  5. Szmielew W. andTarski A.,Mutual interpretability of some essentially undecidable theories,Proceedings of the International Congress of Mathematicians (1950), p. 734, Cambridge.

  6. Szmielew W. Elementary properties of Abelian groups,Fundamenta Mathematicae, 41 (1954), pp. 203–271.

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  7. Borsuk K., Szmielew W.,Podstawy geometrii (Foundations of Geometry), Biblioteka Matematyczna (Mathematical Library), 10, Warszawa 1955, PWN (Polish Scientific Publishers), pp. 363.

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  8. Szmielew W.,Some metamathematical problems concerning elementary hyperbolic geometry,Proceedings of the International Symposium on the Axiomatic Method, 1958, pp. 64–69, Berkeley.

  9. Szmielew W. Some metamathematical problems concerning elementary hyperbolic geometry,The Axiomatic Method, Amsterdam 1959, pp. 30–52.

  10. Borsuk K. andSzmielew W.,Foundations of Geometry, Studies in Logic and the Foundations of Mathematics, Amsterdam 1960, pp. 444.

  11. Szmielew W.,Absolute calculs of segments and its metamathematical implications,Bulletin de l'Académie Polonaise des Sciences Serie des Sciences Mathématiques, Astronomiques et Physiques, 7 (1959), pp. 213–220.

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  12. Szmielew W.,A new analitic approach to hyperbolic geometry,Fundamenta Mathematicae, 50 (1961), pp. 129–158.

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  13. Szmielew W.,New foundations of absolute geometry,Methodology and Philosophy of Science, Stanford University Press 1962, pp. 168–175.

  14. Szmielew W.,Wieloargumentowe relacje równoważnościowe (Multiargument Equivalence Relations). A paper commissioned by the Institute of Mathematics of the Polish Academy of Sciences, 1963; the manuscript, of 20 pages, deposited in the IM library.

  15. Szmielew W.,Zastosowanie wieloargumentowych równoważności w geometrii (Applications of Multiargument Equivalences in Geometry). A paper commissioned by the Institute of Mathematics of the Polish Academy of Sciences, 1963; the manuscript, of 25 pages, deposited in IM library.

  16. Szmielew W.,Teoria hiperplaszczyzn w absolutnej geometrii affinicznej (Theory of Hyperplanes in Absolute Affine Geometry). A paper commissioned by the Institute of Mathematics of the Polish Academy of Sciences; the manuscript, of 23 pages, deposited in the IM library.

  17. Szczerba L. W. andSzmielew W.,On the Euclidean Geometry without the Pasch axiom,Bulletin de l'Académie Polonaise des Sciences Mathématiques, Astronomiques et Physiques, 18 (1970), pp. 659–666.

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  18. Szmielew W.,The Pasch axiom as a consequence of the Circle axiom,Bulletin de l'Académie Polonaise des Sciences, Serie des Sciences Mathématiques, Astronomiques et Physiques, 18 (1970), pp. 751–758.

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  19. Szmielew W.,A statement on two circles as the geometric analog of Euclid's field property,Bulletin de l'Académie Polonaise des Sciences, Serie des Sciences Mathématiques, Astronomiques et Physiques, 18 (1970), pp. 759–764.

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  20. Szmielew W.,The order and the semi-order of n-dimensional Euclidean space in the axiomatic and model-theoretic aspects,Grundlagen der Geometrie und algebraische Methoden-Potsdamer Forschungen-Reihe B, Heft 3 (1974), pp. 69–80.

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  21. Borsuk K. andSzmielew W.,Podstawy geometrii (Foundations of Geometry), 2nd edition.

  22. Szmielew W.,The role of the Pasch axiom in the foundations of Euclidean geometry.Tarski Symposium (Proceedings of an international symposium to honor Alfred Tarski, University of California, Berkeley, June 1971), 1974, pp. 123–132.

  23. Szmielew W.,Oriented and non-oriented linear orders, to appear inBulletin de l'Académie Polonaise des Sciences, Serie des Sciences Mathématiques, Astronomiques et Physiques.

  24. Szmielew W.,Od geometrii afinicznej do suklidesowej (From the Affine Geometry to Euclidean Geometry), to appear.

  25. Szmielew W.,From the Affine to Euclidean Geometry (the translation of [24]), to appear.

  26. Szmielew W.,Concerning the order and the semi-order of n-dimensional Euclidean Space, to appear inFundamenta Mathematicae.

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Authors
  1. Marek Kordos
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  2. Maria Moszyńska
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  3. Lesław W. Szczerba
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Additional information

Reprinted fromWiadomości Matematyczne vol.XXI no. 1 with kind permission of the Editors of the Journal. The note was originally published in Polish.

translated by J. Smólska

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Kordos, M., Moszyńska, M. & Szczerba, L.W. Wanda Szmielew 1918–1976. Stud Logica 36, 241–244 (1977). https://doi.org/10.1007/BF02120661

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