Research Group
Philip Pearle
Muʿtazilism within Islam and Judaism
[RG #101] Muʿtazilism within Islam and Judaism
September 1, 2005 - August 31, 2006
Organizers:
Wilferd Madelung (University of Oxford)
Sabine Schmidtke (Free University of Berlin)
Muʿtazilī works were evidently not widely copied, and few manuscripts have survived. So little authentic Muʿtazilī literature was available that until the publication of some texts in the 1960s, Muʿtazilī doctrine was known mostly through the works of its opponents. While Muʿtazilī manuscripts have not been preserved in large quantities, most of the material that has survived has not yet been utilized or published. Muʿtazilī manuscripts have survived largely by two means: Yeminite public and private libraries, and the Firkovitch Collections in the Russian National Library in St. Petersburg, which came mostly from the manuscript storeroom of the Karaite synagogue in Cairo. In the early 1950s numerous manuscripts were discovered in Yemen that included the works of various representatives of the Muʿtazilī school of Abū Hāshim al-Jubbāʾī (d.933), the Bahshamiyya, which were subequently edited in Egypt during the 1960s.
The goal of our study group is to examine, identify and edit as many as possible of the Muʿtazilī writings and fragments scattered in the various Muslim and Jewish repositories around the world, in order to broaden our understanding of rational theology in Islam and its reception among Rabbanite and particularly Karaite Jews.
Israel Yuval
Rafi Talmon
Tamás Visi
Simon Hopkins
Asymptotic Group Theory
[RG #79] Asymptotic Group Theory
February 15 - August 15, 2000
Organizers:
Avinoam Mann (The Hebrew University of Jerusalem)
Aner Shalev (The Hebrew University of Jerusalem)
Infinite groups:
- Branch groups and automata groups, their subgroups, representations, presentations, and subgroup growth
- Zeta functions of nilpotent groups
- Rigid groups
- Redidual properties of the modular group
Finite groups:
- Asymptotic aspects of finite simple groups, and probabilistic aspects in particular
- Generation, and random generation, of finite simple groups
- Algorithms for matrix groups
R. A. Duff
Sandra Faber
Jennifer Nagel Interview on The Gettier Problem in 'New Statesman'
Photo courtesy: University of Toronto
Jennifer Nagel, a past fellow of the Israel Institute for Advanced Studies and a member of the research group "Practical and Theoretical Rationality: A Comparative Study," has recently shared insights into one of philosophy of language's most enduring puzzles, the Gettier Problem, in an interview with The New Statesman.
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