Toward a History of Sanskrit Poetry: Innovations and Turning Points
[RG #94] Toward a History of Sanskrit Poetry: Innovations and Turning Points
September 1, 2003 - August 31, 2004
Organizer:
Yigal Bronner (The Hebrew University of Jerusalem)
Organizer:
Yigal Bronner (The Hebrew University of Jerusalem)
Organizer:
Rafi Talmon (University of Haifa)
Organizer:
Menahem Blondheim (The Hebrew University of Jerusalem)
Beyond approaching a major hisorical quantary in a new way, we are also developing a novel scholarly agenda. This agenda is the re-understanding of Jewish civilization from a communications perspective and, more generally, proposing that history and communications be studied jointly. History, after all, aspires to trace all aspects of human life and understand it in all its complexity. Communication is one significant, albeit neglected, aspect of human history; but in addition, it is a potential key to grasping and untangling historical complexity. For by its nature, communication is the story of linkages, of interconnections and interrelations. It may therefore serve as a central site, anchoring a multifaceted perspective on historical development in all its richness. At the same time history, which is the great warehouse of human experience, can serve as the ultimate database, and a giant multifunction laboratory for testing, fine-tuning and even generating ideas and theories about communication.
Organizers:
Daniel Lehmann (The Hebrew University of Jerusalem)
Motty Perry (The Hebrew University of Jerusalem)
The group will conduct a program of interdisciplinary research on one of the most important new possibilities opened up by the internet: electronic commerce. Which much practical work has been done on the "mechanics" of electronic conmmerce (communication protocols, security, software tools, cash transfers, etc.), less attention has been paid to understand the nature of the content that is is supposed to be delivered by these "mechanics". In other words, what are the economic mechanisms that will or should be implemented by such "mechanics"?
We believe that there are theoretical foundations for electronic commerce and that the time is ripe to start formulating them.
September 1, 2004 - February 28, 2005
Organizer:
Ronit Meroz (Tel Aviv University)
Gideon Bohak (Tel Aviv University)
Yuval Harari (Ben-Gurion University of the Negev)
Shaul Shaked (The Hebrew University of Jerusalem)
One thing shared by all the cultures covered by members of our group is the assumption that there are many occult powers out there (be they demonds, angels, gods, natural forces etc.)|, and that some men and women are better equipped than others to approach these forces and use them for their own aims. Moreover, members of all these cultures took it for granted that there is a body of knowledge (of special rituals, powerful incantations and so on) that can be mastered by competent individuals and that enable them to use these occult forces more effectively. This body of knowledge, and the social tensions involved in using it, are the main focus of all the group's members and the basis of our comparative efforts.
Organizers:
Galit Hasan-Rokem (The Hebrew University of Jerusalem)
Carola Hilfrich (The Hebrew University of Jerusalem)
Ilana Pardes (The Hebrew University of Jerusalem)
Organizers:
Hedva Ben-Israel (The Hebrew University of Jerusalem)
Yosef Salmon (Ben-Gurion University of the Negev)
Emmanuel Sivan (The Hebrew University of Jerusalem)
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.
Organizers:
Gad Freudenthal (CNRS, Paris)
Ruth Glasner (The Hebrew University of Jerusalem)
Organizer:
Gil Kalai (The Hebrew University of Jerusalem)
Polytopes have intrigued mathematicians since ancient times. The ancient Egyptians knew quite a bit of the geometry of polytopes, and the pyramids are, of course, a special type of polytopes. The ancient Greeks discovered the five platonic solids. The five platonic solids: note that the Icosahedron is dual to the Dodecahedron, the Cube is dual to the Octahedron and the Tetrahdron is self-dual.
Euler, who can be regarded as the father of modern graph theory, proved a remarkable formula that explains the relationship between combinatorics and polytopes. Euler's formula asserts that: for every polytope in space with V vertices, E edges and F faces: V - E + F = 2
For example, for the cube, V = 8, E = 12, and F = 6 and indeed 8 - 12 + 16 = 2.
Euler's formula is one of the most important formulae is mathematics and can be regarded as a starting point for topology.
Polytopes in dimensions higher than three have been studied since the 19th century. The first rigorous proof of an extension of Euler's formula for higher dimension was obtained by Poincaré. Poincaré used tools from algabraic topology, a new subject of study that he himself developed. It turns out that Euler's formula is closely related to topology, an important part of geometry.
The research group will explore the following topics: the important and mysterious notion of "duality" between polytopes; the notion of "valuations" of convex sets; random polytopes and complexes; the relationships between combinatorics and topology; the "rigidity" of graphs; and metric aspects of polytopes.
Organizers:
Miriam Frenkel (Ben-Zvi Institute)
Yaacov Lev (Bar-Ilan University)
Charity practices create and give shape to individual social institutions. They may have a crucial impact upon rulers' policies and public image, and affect patterns of social solidarity, stratification and social control. They are capable of impinging upon the social position of individuals, the place ascribed to family, religious institutions and civil society, as well as influencing economic and daily life and certain aspects of the life cycle.
At the discursive level charity may both reflect and shape worldviews and concepts. It is a field in which social values and norms are competing and being tested. This discourse is conveyed in theological, liturgical, literary and documentary texts which may express the image of the ideal society, the ways in which societies treat the "other", and how they interpret such basic aspects of life as wealth, poverty, work, destiny, individuality etc.
We will ask the basic questions that might assist us in analyzing charity from various perspectives: What were the motivations for giving charity? Who were the recipients of charity? Who were the agents of charity distribution? What was the place of charity in society, its relation to religious institutions, gender, family structures, etc.? These questions have been presented in the past but only sporadically, and they were never applied to a number of interrelated cultures over a vast span of time. In dealing with these questions we will attempt to bridge over eras and cultures that are normally perceived as distinct and separate.
Organizers:
Sergiu Hart (The Hebrew University of Jerusalem)
Avi Shmida (The Hebrew University of Jerusalem)
The phenomenon of "warning colours" in poisonous insects, reptiles, and plants is one of the examples that can be used to demonstrate how biology and game theory can interact. Poisonous animals and plants are well known for their conspicuous contrasting colours. This is interpreted as the signal that indicates "I am poisonous, don't eat me". The question is, can we trust this signal? Biologists have studied this topic for decades, attempting to explain why "cheaters" -- non-poisonous animals with conspicuous colours -- are rare. This question will be tackled from a different standpoint, where perhaps the conspicuous animal does not warn its predator, but rather signals it to "come and inspect me". Other investigations will deal with mechanisms that can explain patterns of morphology, systematical and also behavioural, by using game-theoretic models.
Organizer:
Ran Nathan (The Hebrew University of Jerusalem)
We aim to develop a coherent representation that captures the essential features of movement in terms of casual components, goals, information requirements and capacities, around which future studies could be organized and from which predictable consequences could be established for all sorts of organisms. This would be a launching pad for mathematical modeling, hypothesis generation, measurement and data analysis -- a coherent basis reaching from first principles to consequences, and allowing prediction and testing in real world situations. The four elements of the framework are the internal state of the organism, its movement and navigation mechanisms, and the external factors affecting the system, all resulting in the final movement behaviour and trajectory.
Once the framework has been developed, we can develop qualitative mathematical machinery that will allow us to simulate movement patterns under various explicit assumptions abot the four basic components of our conceptual model. If we can simulate under different scenarios, we can predict. If we can predict, we can compare prediction with observation, and we can test hypotheses about the model itself and our construction of it as being representative of reality.
Organizer:
David Enoch (The Hebrew University of Jerusalem)
Though not often found in the interdisciplinary literature -- metaethics (in the analytic tradition) is a fairly abstract, professional-philosophical debate -- metaethics is easily characterizable as intersubdisciplinary: one cannot seriously study the metaphysics of morals without possessing at least a good overall grasp of metaphysics; one cannot seriously study moral epistemology without at least a good overall understanding of epistemology; and similarly, it is impossible to me a metaethicist without a good grasp of major theories and arguments in the philosophy of language, mind, and action, and perhaps in aesthetics as well.
Indeed, the metaethical debate has recently become even wider in scope, for it is now widely noted that just as morality is a particular instance of a largely normative discourse, metaethics is a particular instance of metanormativity. Normative discourse also includes, for example, the part of epistemic discourse that deals with obviously normative notions such as justification, entitlement, and reasons for belief. There is a close link between the philosophical problems surrounding moral discourse and those surrounding epistemic discourse. And a comprehensive metanormative theory will need to be general enough to be applied to different kinds of normative discourses (such as morality, the normative part of epistemology, some parts of aesthetic discourse), but also to accomodate the differences between them.