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  1. en.wikipedia.org › wiki › Saharon_ShelahSaharon Shelah - Wikipedia

    Saharon Shelah (שַׂהֲרֹן שֶׁלַח ‎ Śahăron Šelaḥ, Hebrew pronunciation: [sähäʁo̞n ʃe̞läχ]; born July 3, 1945) is an Israeli mathematician. He is a professor of mathematics at the Hebrew University of Jerusalem and Rutgers University in New Jersey.

  2. de.wikipedia.org › wiki › Saharon_ShelahSaharon Shelah – Wikipedia

    Saharon Shelah ist ein israelischer Mathematiker. Er ist Professor an der Hebräischen Universität in Jerusalem sowie an der Rutgers University in New Jersey, USA. Shelah arbeitet auf dem Gebiet der mathematischen Logik, insbesondere in Modelltheorie und Mengenlehre.

  3. shelah.logic.atWelcome [shelah.logic.at]

    This website hosts (most of) the mathematical work of Saharon Shelah and his coauthors (see the list of coauthors). The publications: The list (as html page). The same publications as interactive table. Or just the books. Or various other tables/lists of publications.

  4. en-science.huji.ac.il › people › shaaron-shelahProf. Shaharon Shelah | Faculty of Sciences

    Saharon Shelah has made fundamental contributions to mathematical logic, particularly in model theory and set theory. In model theory, Shelah developed classification theory, concerning the classification of first-order theories in terms of properties of their classes of models.

  5. scholar.google.at › citations‪Saharon Shelah‬ - ‪Google Scholar‬

    S Shelah. Annals of mathematical logic 19 (3), 177-203. , 1980. 266. 1980. Stability, the fcp, and superstability; model theoretic properties of formulas in first order theory.

  6. mathematics.huji.ac.il › people › saharon-shelahProf. Saharon Shelah | Einstein Institute of Mathematics

    Prof. Saharon. Shelah. Kaplun 205. 02-6584122. shelah@math.huji.ac.il. Archive. Area of Interest: Mathematical logic, Model theory, Set theory.

  7. onlinelibrary.wiley.com › doi › fullAn Overview of Saharon Shelah's Contributions to Mathematical...

    I will give a brief overview of Saharon Shelah's work in mathematical logic. I will focus on three transformative contributions Shelah has made: stability theory, proper forcing and PCF theory. The first is in model theory and the other two are in set theory.