This superb abridgement and annotated translation of Maimonides' monumental work includes discussions of divine language, the scope and limits of human knowledge, cosmological doctrines concerning the creation or eternity of the world, prophecy and providence, the nature and purpose of divine law, and moral and political philosophy.

This article aims to shed light on certain aspects of Iamblichus’ theory of time that have not been sufficiently examined to date in the scholarly literature. As of today, there are a mere handful of scholarly works tackling Iamblichus’ solutions to the paradoxes of time in particular, and his contribution to the developments of the Neoplatonic theory of the subject more generally. This article attempts to redress the lack of literature on this topic by examining Iamblichus’ response to Aristotle’s and (...) Pseudo-Archytas’ theories of time. It begins with a brief survey of the philosophical developments that led to and were formative for Iamblichus’ philosophical explorations of the area in question. Then it moves on to provide a detailed account of Iamblichus’ own unique and puzzling theory of time. The author applies the method of comparative analysis, scrutinizing Iamblichus’ solution to the paradoxes of time against the backdrop of Aristotle’s and Pseudo-Archytas’ theories. The author identifies firm scholarly grounds for doing so from within the tradition of Iamblichus studies initiated by the ground-breaking research of Shmuel Sambursky and Salomon Pines and continued, inter alia, in the subtly nuanced analysis of Richard Sorabji and John Dillon. The author concludes that Iamblichus successfully resolved the paradoxes of time and that his conception lent itself to a more effective highlighting of the ordering function of time. (shrink)

Extraits de la Source de vie de Salomon ibn-Gebirol.--Ibn-Gebirol, ses écrits et sa philosophie.--Des principaux philosophes arabes et de leurs doctrines.--Esquisse historique de la philosophie chez les Juìfs.--Appendice.--Texte hébreu des extraits de la Source de vie (2 p.l., 36 numb. l. at end).

This ambitious book looks into the reasons for the exceptional durability of the Chinese empire, which lasted for more than two millennia (221 B.C.E. - 1911 C.E.). Yuri Pines identifies the roots of the empire's longevity in the activities of thinkers of the Warring States period (453-221 B.C.E.), who, in their search for solutions to an ongoing political crisis, developed ideals, values, and perceptions that would become essential for the future imperial polity. In marked distinction to similar empires worldwide, (...) the Chinese empire was envisioned and to a certain extent 'preplanned' long before it came into being. As a result, it was not only a military and administrative construct, but also an intellectual one. Pines makes the argument that it was precisely its ideological appeal that allowed the survival and regeneration of the empire after repeated periods of turmoil. "Envisioning Eternal Empire" presents a panoptic survey of philosophical and social conflicts in Warring States political culture. By examining the extant corpus of preimperial literature, including transmitted texts and manuscripts uncovered at archaeological sites, Pines locates the common ideas of competing thinkers that underlie their ideological controversies. This bold approach allows him to transcend the once fashionable perspective of competing 'schools of thought' and show that beneath the immense pluralism of Warring States thought one may identify common ideological choices that eventually shaped traditional Chinese political culture. The result is a refreshingly novel look at the foundational period in Chinese intellectual history. (shrink)

This article articulates our everyday notion of cooperation. First, I topple an orthodoxy of shared agency theory by arguing that shared intentions to J are neither necessary nor sufficient for J to be cooperative. I refute the necessity claim by providing examples of shared intention-free cooperation (in institutional contexts and beyond). I refute the sufficiency claim by observing that coercion and exploitation need not preclude shared intentions but do preclude cooperation. These arguments, in turn, lead to my positive proposal. People (...) cooperate, I argue, just in case their activities are coordinated in ways that do not undermine any participant’s agency. (shrink)

: Because an influenza pandemic would create the most serious hardships for those who already face most serious hardships, countries should take special measures to mitigate the effect of a pandemic on existing social inequalities. Unfortunately, there is little evidence that anybody is thinking about that.

"Williams's masterful translation satisfies (at last!) a long-standing need. There are lots of good translations of Augustine's great work, but until now we have been forced to choose between those that strive to replicate in English something of the majesty and beauty of Augustine's Latin style and those that opt instead to convey the careful precision of his philosophical terminology and argumentation. Finally, Williams has succeeded in capturing both sides of Augustine's mind in a richly evocative, impeccably reliable, elegantly readable (...) presentation of one of the most impressive achievements in Western thought--Augustine's Confessions." --Scott MacDonald, Professor of Philosophy and Norma K. Regan Professor in Christian Studies, Cornell University. (shrink)

Shlomo Pines The Philosophical Purport of Maimonides' Halachic Works and the Purport of The Guide of the Perplexed Maimonides' principal halachic works, ...

In this paper, we study the so-called ‘Mathematical part’ of Plato’s Theaetetus. Its subject concerns the incommensurability of certain magnitudes, in modern terms the question of the rationality or irrationality of the square roots of integers. As the most ancient text on the subject, and on Greek mathematics and mathematicians as well, its historical importance is enormous. Its interpretation presents a certain degree of difficulty because of the intertwined fields that play a role in it : philosophy, history and mathematics. (...) But conversely, correctly understood, it provides clues on both the question of the origins of the irrationals in Greek mathematics and some points concerning Plato’s thought. Taking into account the historical context and the philosophical background generally forgotten in mathematical analyses, we get a new interpretation of this text which, far from being a tribute to some mathematicians, is a radical criticism of their ways of thinking. And the mathematical lesson, far from being a tribute to some future mathematical achievements, ends on an aporia, in accordance with the whole dialogue. (shrink)

In the present article, we consider the question of the primary elements in Plato’s Timaeus, the components of the whole universe reduced, by an extraordinarily elegant construction, to two right triangles. But how does he reconcile such a model with the infinite diversity of the universe? A large part of this study is devoted to Cornford’s explanation in his commentary of the Timaeus and its shortcomings, in order to finally propose a revised one, which we think to be entirely consistent (...) with Plato’s text. This analysis is an essential step for the understanding of the connection between the sensible world and the mathematical principles that underlies Timaeus’ cosmological account. (shrink)

Redakcja naukowa i opracowanie – Kinga Kaśkiewicz Przekład – Kinga Kaśkiewicz i Mirosław Żelazny Salomon Maimon przynależał do trzech kultur: niemieckiej, żydowskiej i polskiej. Pisał po niemiecku i hebrajsku. Będąc intelektualistą swych czasów, postrzegał samego siebie jako Europejczyka należącego do kręgu kultury berlińskiej. Nigdy jednak nie zatracił swej przynależności żydowskiej, o czym najdobitniej świadczy nie tylko tematyka, którą się interesował, ale też pseudonim, jaki przybrał. Nigdy też nie zatracił poczucia przynależności do Polski. Swoje dzieło Versuch über die Transcendentalphilosophie. Mit (...) einem Anhang über die Symbolische Erkenntnis und Anmerkungen podpisał jako Salomon Maimon z Litwy w Polsce i zadedykował je polskiemu królowi. […] Maimon to myśliciel często przywoływany, ale rzadko studiowany. Wielka szkoda, bo znamy kilka przykładów zainteresowania naszych filozofów wczesnym idealizmem niemieckim, a nawet prób twórczego rozwoju tego idealizmu, by przypomnieć Szaniawskiego, Gołuchowskiego, Brzozowskiego, czy w nowszych czasach Siemka i pozostawioną przez niego szkołę. Niestety, choć zakrawa to na paradoks, niniejszy zbiór rozpraw o estetyce, jeśli nie liczyć przywołanej Autobiografii, jest pierwszą publikacją tłumaczeń dzieł filozoficznych Maimona na język polski. Z tym większą przyjemnością przekazujemy go w ręce czytelników. Z Wprowadzenia. (shrink)

Salomon Maimon: Geschichte des eigenen Lebens Erstdruck in zwei Teilen: Berlin (Vieweg) 1792 und 1793. Vollständige Neuausgabe. Herausgegeben von Karl-Maria Guth. Berlin 2014. Textgrundlage ist die Ausgabe: Maimon, Salomon: Geschichte des eigenen Lebens (1754–1800). Berlin: Schocken, 1935. Die Paginierung obiger Ausgabe wird in dieser Neuausgabe als Marginalie zeilengenau mitgeführt. Umschlaggestaltung von Thomas Schultz-Overhage. Gesetzt aus Minion Pro, 11 pt.

Challenges to the exercise of the basic socio-economic rights of half the global population give rise to some of the most pressing issues today. This timely book focuses on world poverty, providing a systematic exposition of the evolving legal responsibility of the international community of states to cooperate in addressing the structural obstacles that contribute to this injustice. This book analyzes the approach, contribution, and current limitations of the international law of human rights to the manifestations of world poverty, inviting (...) the reader to rethink human rights, and, in particular, the framing of responsibilities that are essential to their contemporary protection. (shrink)

Having translated The Diamond Sutra and The Heart Sutra, and following with The Platform Sutra, Red Pine now turns his attention to perhaps the greatest Sutra of all. The Lankavatara Sutra is the holy grail of Zen. Zen's First Patriarch, Bodhidharma, gave a copy of this text to his successor, Hui-k'o, and told him everything he needed to know was in this book. Passed down from teacher to student ever since, this is the only Zen sutra ever spoken by the (...) Buddha. Although it covers all the major teachings of Mahayana Buddhism, it contains but two teachings: that everything we perceive as being real is nothing but the perceptions of our own mind and that the knowledge of this is something that must be realized and experienced for oneself and cannot be expressed in words. In the words of Chinese Zen masters, these two teachings became known as "have a cup of tea" and "taste the tea." This is the first translation into English of the original text used by Bodhidharma, which was the Chinese translation made by Gunabhadra in 443 and upon which all Chinese Zen masters have relied ever since. In addition to presenting one of the most difficult of all Buddhist texts in clear English, Red Pine has also added summaries, explanations and notes, including relevant Sanskrit terms on the basis of which the Chinese translation was made. This promises to become an essential text for anyone seeking to deepen their understanding or knowledge of Zen. (shrink)

This paper is an updated translation of an article published in French in the Journal Lato Sensu (I, 2014, p. 70-80). We study here the so-called 'Mathematical part' of Plato's Theaetetus. Its subject concerns the incommensurability of certain magnitudes, in modern terms the question of the rationality or irrationality of the square roots of integers. As the most ancient text on the subject, and on Greek mathematics and mathematicians as well, its historical importance is enormous. The difficulty to understand it (...) lies in the close intertwining of different fields we found in it: philosophy, history and mathematics. But conversely, correctly understood, it gives some evidences both about the question of the origins of the irrationals in Greek mathematics and some points concerning Plato's thought. Taking into account the historical context and the philosophical background generally forgotten in mathematical analyses, we get a new interpretation of this text, which far from being a tribute to some mathematicians, is a radical criticism of their ways of thinking. And the mathematical lesson, far from being a tribute to some future mathematical achievements, is ending on an aporia, in accordance with the whole dialogue. Résumé. Cet article est une traduction anglaise révisée d'un article paru en français dans la revue Lato Sensu (I, 2014, p. 70-80). (shrink)

Introduction -- Matter, form of cognition, form of sensibility, form of understanding, time and space -- Sensibility, imagination, understanding, pure a priori concepts of the understanding or categories, schemata, answering the question Quid Juris, answering the question Quid Facti, doubts about the latter -- Ideas of the understanding, ideas of reason, etc. -- Subject and predicate. the determinable and the determination -- Thing, possible, necessary, ground, consequence, etc. -- Identity, difference, opposition, reality, logical, and transcendental negation -- Magnitude, alteration, change, (...) etc. -- Truth, subjective, objective, logical, metaphysical -- On the I, materialism, idealism, dualism, etc. -- Short overview of the whole work -- My ontology -- On symbolic cognition and philosophical language. (shrink)

El trabajo desea mostrar la especial relación que se entabla entre el pensamiento de heidegger y la metafísica. En tal sentido se propone la tentativa de dotar de un nuevo fundamento a la metafísica a través de la analítica existenciaria emprendida en El Ser en el Tiempo. Siguiendo esta misma obra señala cómo un análisis original del tiempo aunado a la revisión crítica (de-construcción) de la Historia de la Metafísica -tarea te será asumida ulteriormente- concluyen 1 un "abandono" del pensamiento (...) fundacional y por tanto en una "renuncia" a la metafísica. Ella empero no ha de ser rechazada sino más bien plenamente asumida ·y sobrepasada- comprendiéndola dentro del pensamiento que medita la Historia del ser como auténtico nihilismo, es decir como la "época" necesaria en la que el Ser en proceso de su desocultación se dispensa tanto retirada. (shrink)

Pour rendre compte de la première démonstration d’existence d’une grandeur irrationnelle, les historiens des sciences et les commentateurs d’Aristote se réfèrent aux textes sur l’incommensurabilité de la diagonale qui se trouvent dans les Premiers Analytiques, les plus anciens sur la question. Les preuves usuelles proposées dérivent d’un même modèle qui se trouve à la fin du livre X des Éléments d’Euclide. Le problème est que ses conclusions, passant par la représentation des fractions comme rapport de deux entiers premiers entre eux, (...) i.e. la proposition VII.22 des Éléments, ne correspondent pas aux écrits aristotéli­ciens. Dans cet article, nous proposons une nouvelle démonstration, conforme aux textes des Analytiques, fondés sur des résultats très anciens de la théorie du pair et de l’impair. Ne passant pas par la proposition VII.22, ni par aucune autre propriété établie par l’absurde, cette irrationalité apparaît comme le premier résultat que l’on ne pouvait établir par une autre méthode. L’importance de ce résultat, révélant un nouveau domaine mathématique, celui des grandeurs irrationnelles, rend compte de la centralité que cette forme de raisonnement acquiert alors, d’abord en mathématique, puis dans tout type de discours rationnel. À partir des conséquences qui suivent de cette nouvelle démonstration, on peut interpréter très simplement la leçon sur les irrationnels du passage mathématique figurant dans le Théétète de Platon (147d-148b), ce que nous ferons dans un article à paraître dans un prochain numéro. (shrink)