The paper focuses on the trajectory of involvement of the ancient Greek philosophers, up to Callisthenes and Clearchus, in the competition of the two greatest oracles, the Delphic and the Didymian (Branchidae), on the one hand, and in the ideology of colonization of the East, on the other. While the pre-Socratic Milesian philosophers were close to the Branchidae, Plato and Aristotle supported Delphi and the Delphic Apollo-Dionysian syncretism. I examine how theoriginal interpretation of the famous Delphic maxim 'Know Yourself related (...) to political issues, e.g. implementation of the Platonic and Aristotelian political Utopias, and how after Alexander this interpretation lost its value. I conclude that from the very dawn, philosophy has been neither the first nor the last comer to the stage of world affairs, but already is inside them, acting as a creative intermediary within such problem-producing domains as politics and religion. (shrink)

[1] Sefer Orḥot Ḥayim leha-Rosh ʻim beʼur "ha-Shem orḥotenu" ... 2. Ḳunṭres Be-Shaʻar ha-melekh ʻal haḳdamat ha-Rambam, kolel tsiyunim u-meḳorim u-veʼurim be-divre ha-Rambam ṿeha-Raʼabad ... 3. Ḳunṭres Tashlum yefeh ʻenayim ʻal Seder Zeraʻim u-Ṭehorot, ʻeduyot, Tamid, Midot, Ḳenim ṿe-ʻod ṿe-hu tsiyunim ʻal mas. elu mi-Yerushalmi u-midrashim ... 4. Ḳunṭres Marʼot maḳom, ṿe-hu tsiyunim ʻal ha-meḳomot she-Rashi ṿe-Tos. meviʼim mirdrash o Yerushalmi ṿe-Tosefta ṿe-khu. ṿe-lo tsuyan meḳoro ... 5. Ḳunṭres Ṭeʻama de-ḳara, ṿe-hu ḳetsat ḥidushim ʻal ha-Torah ṿe-ʻal Neviʼim u-Khetuvim -- ḥeleḳ (...) 3. Heʻarot ʻal seder ha-Shas (ṿe-kholel gam ezeh ḳunṭresim). (shrink)

The main result of this paper is Theorem 3.1 which is a criterion for weak o-minimality of a linearly ordered structure in terms of realizations of 1-types. Here we also prove some other properties of weakly o-minimal structures. In particular, we characterize all weakly o-minimal linear orderings in the signature $\{ . Moreover, we present a criterion for density of isolated types of a weakly o-minimal theory. Lastly, at the end of the paper we present some remarks on the Exchange (...) Principle for algebraic closure in a weakly o-minimal structure. (shrink)

The paper focuses on the trajectory of involvement of the ancient Greek philosophers, up to Callisthenes and Clearchus, in the competition of the two greatest oracles, the Delphic and the Didymian (Branchidae), on the one hand, and in the ideology of colonization of the East, on the other. While the pre-Socratic Milesian philosophers were close to the Branchidae, Plato and Aristotle supported Delphi and the Delphic Apollo-Dionysian syncretism. I examine how theoriginal interpretation of the famous Delphic maxim 'Know Yourself related (...) to political issues, e.g. implementation of the Platonic and Aristotelian political Utopias, and how after Alexander this interpretation lost its value. I conclude that from the very dawn, philosophy has been neither the first nor the last comer to the stage of world affairs, but already is inside them, acting as a creative intermediary within such problem-producing domains as politics and religion. (shrink)

We show that the e-degree 0'e and the map u ↦ u' are definable in the upper semilattice of all e-degrees. The class of total e-degrees ≥0'e is also definable.

Faults; religious aspects; Islam; Islamic daʻwah.

Muslim women; religious life; Islmic call.