Essays on the foundations of mathematics : dedicated to A. A. Fraenkel on his seventieth anniversary /

Guardado en:
Autor Corporativo: Universitah ha-`Ivrit bi-Yerushalayim.
Otros Autores: Fraenkel, Abraham Adolf, 1891-1965., Bar-Hillel, Yehoshua. (Editor )
Formato: Libro
Idioma:English
German
French
Publicado: Jerusalem : Magnes Press, Hebrew University, 1966.
Edición:2nd ed.
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Tabla de Contenidos:
  • Bibliography of A. A. Fraenkel (p. ix-x)
  • Zur Frage der Unendlichkeitsschemata in der axiomatischen Mengenlehre /
  • P. Bernays
  • On some problems involving inaccessible cardinals /
  • P. Erdös and A. Tarski
  • Comparing the axioms of local and universal choice /
  • A. Lévy
  • Frankel's addition to the axioms of Zermelo /
  • R. Mantague
  • More on the axiom of extensionality /
  • D. Scott
  • The problem of predicativity /
  • J. R. Shoenfield
  • Grundgedanken einer typenfreien Logik /
  • W. Ackermann
  • On the use of Hilbert's [epsilon]-operator in scientific theories /
  • R. Carnap
  • Basic verifiability in the combinatory theory of restricted generality /
  • H. B. Curry
  • Uniqueness ordinals in constructive number classes /
  • H. Putnam
  • On the construction of models /
  • A. Robinson
  • Interpretation of mathematical theories in the first order predicate calculus /
  • T. Skolem
  • The elementary character of two notions from general algebra /
  • R. Vaught
  • Axiomatic method and intuitionism /
  • A. Heyting
  • On rank-decreasing functions /
  • G. Kurepa
  • On non-standard models for number theory /
  • E. Mendelson
  • Concerning the problem of axiomatizability of the field of real numbers in the weak second order logic /
  • A. Mostowski
  • Non-standard models and independence of the induction axiom /
  • M. O. Rabin
  • Sur les ensembles raréfiés de nombres naturels /
  • W. Sierpinski
  • Remarks on the paradoxes of logic and set theory /
  • E. W. Beth
  • Logique formalisée et raisonnement juridique /
  • R. Feys
  • Im Umkreis der sogenannten Raumprobleme /
  • H. Freudenthal
  • Process and existence in mathematics /
  • H. Wang.