RésuméL’«Épître sur le savoir divin» d'Averroès présente quatre dialogues differents sur deux niveaux textuels. Ces dialogues, leur structure syllogistique ainsi que l'emploi des contradictions indiquent que l’«Épître» est structurée presque entièrement en accord avec les descriptions de la dialectique se trouvant dans les commentaires d'Averroès aux Topiques d'Aristote. Ainsi, la solution d'Averroès à la question de savoir comment Dieu peut avoir une connaissance universelle des particuliers passe par un compte rendu dialectique de la distinction entre le savoir divin et celui (...) des humains. De surcroît, à un point crucial de l’«Épître» Averroès se réfère à Métaphysique Β d'Aristote, qu'il considère être une exposition dialectique des questions sur la métaphysique. Cette référence suggère que l’«Épître sur le savoir divin» est, selon Averroès, une sorte d'enquête dialectique visant à répondre aux questions qui se présentent dès qu'on aborde l’étude de la métaphysique. Il en ressort que si on peut voir en l’«Épître» une interprétation dialectique de Coran LXVII, 14, son but primaire est d'introduire ses lecteurs a la spéculation métaphysique. Ainsi, il n'y a pas d'infraction de la prohibition légale d'Averroès, dans le Discours décisif, sur l'usage des interprétations dialectiques dans les oeuvres ouvertes au public général. (shrink)

The 15th century Jewish Aragonian thinker, Abraham Bibago treats conjunction in his two main works, Derekh Emunah and Commentary on Aristotle’s Metaphysics. In the former, which explicitly interprets Biblical and Talmudic stories along philosophical lines, Bibago promotes a neo-Platonic intellectual emanation schema and boldly asserts that human happiness is attained through conjunction with higher intellects. In the Commentary, which primarily treats Aristotle’s Metaphysics and Averroes’ commentaries on it, Bibago gives an account of conjunction that does not necessarily fit with the (...) intellectual conjunction of Derekh Emunah. Indeed, his remarks in the Commentary are much less decisive about human happiness, suggesting that Bibago qua philosopher is more open minded about the summum bonum than he is qua religious thinker. (shrink)

RésuméSi l’œuvre d'Averroès est souvent considérée comme étant le sommet de la méthode démonstrative aristotélicienne dans la philosophie arabe, un bref passage de sonGrand commentaireàMétaphysiqueΓ.2 d'Aristote souligne l'importance primordiale de la dialectique et suggère d'examiner à nouveaux frais le statut de la dialectique et de la démonstration dans l’œuvre philosophique d'Averroès. Dans ce passage, Averroès décrit la dialectique comme une forme acceptable de philosophie et le dialecticien comme un certain type de scientifique. En mettant la dialectique et la démonstration à (...) un niveau égal ou presque, Averroès semble aller contre sa propre conception d'une distinction entre des types d'hommes dits “dialectiques” et “démonstratifs”, qu'il développe dans sonTraité décisif.En outre, cette interprétation deMétaphysiqueΓ.2 contredit aussi son explication du même passage dans leCommentaire moyen sur la Métaphysique, et la description donnée par Aristote lui-même de la dialectique tout au long de laMétaphysique, à savoir que, dans leGrand commentaireàMétaphysique, il s’écarte de ses vues antérieures en décrivant la dialectique comme une partie nécessaire de la métaphysique, même si la centralité de l'argumentation dialectique pourrait remettre en question le projet de la métaphysique tout entier et, par là, celui des sciences dont les démonstrations s'appuient sur le terrain métaphysique, c'est-à-dire toutes les sciences. Averroès ne souligne pas cette vue, mais sa présence n'en est pas moins ambiguë. (shrink)

Jacob Anatoli (c. 1181–c. 1247 CE) would seem an unlikely skeptic. As the Hebrew translator responsible for bringing a complete program of Aristotelian logic to European Jewry, he is an unlikely skeptic of science. As author of one of the most influential medieval commentaries on the Bible, he is an unlikely skeptic of religious belief. Still, he advances arguments against the possibility of certain knowledge of both Aristotelian science and the tenets of belief. Yet, he does not recommend that thoughtful (...) people reject science and uncritically adopt religious beliefs in the face of uncertainty. Nor does Anatoli recommend a suspension of judgement (epoche) that would allow for freedom from worry (ataraxia) or tranquility. Instead, he pushes constant dialogue, even debate between competing claims to knowledge. The life of the mind that Anatoli recommends, then, is a dialectical interrogation of science and religion that provides not freedom and tranquility but intellectual disquiet and toil. (shrink)

Mauro Zonta's long awaited work Il Commento medio di Averroè alla Metafisica di Aristotele nella tradizione ebraica is really three books in one: a historical and philological account of the two medieval Hebrew translations of Averroes' Middle Commentary on Aristotle's Metaphysics and editions of both translations. The Arabic of Averroes' Middle Commentary on Aristotle's Metaphysics is not extant apart from a few fragments (see vol. 1, pp. 13-5). Nor is there a direct Latin translation of the Arabic—indeed, Zonta states that (...) there is no evidence of reliable citations of the work by any Latin authors (vol. 1, p. 18). Zonta's book, then, presents the only way of accessing Averroes' monumental work in its .. (shrink)

Translators of Aristotle’s and Averroës’ metaphysical works into 14th C Hebrew often associated important philosophical concepts with Hebrew terms that were also used to signify central Jewish and Biblical religious concepts. Here I examine how two such terms, “mofet” and “devequt”, were used to refer to extraordinary, divine wonders and to clinging (in particular to God) respectively in the religious texts, but to Aristotelian demonstration and continuity (especially noetic continuity) respectively in the translations of Averroës’ Long Commentary on Aristotle’s Metaphysics. (...) This kind of convergence of metaphysical and religious terms makes possible, indeed encourages, a re-interpretation of the religious concepts along Aristotelian lines. Biblical expressions of God’s wonders are thus to be interpreted to refer to Aristotelian demonstration and the mystical desire to cling to God is to refer to unifi cation with the Active Intellect.Translatores, qui Aristotelis et Averrois opera metaphysica in linguam Hebraicam saeculi 14. transferebant, notabilibus conceptibus philosophicis saepe nomina Hebraica assignaverut, quibus et principales notiones religiosae Judaicae ac Biblicae solebant exprimi. In hac dissertatione investigatur, quomodo duo talium nominum, scil. “mofet” et “devequt”, quae in textibus religiosis “extra ordinaria miracula divina” et “adhaerentiam” (praecipue ad Deum) proprie significant, in translationibus Averrois Commentarii Magni in Aristotelis Metaphysicam ad demonstrationem Aristotelicam et continuationem (praecipue noeticam) significandas transumebantur. Huiusmodi nominum metaphysicorum cum religiosis coniunctio conceptus religiosos iuxta sensum Aristotelicum denuo explicari permittit, imo suadet. Hinc dicta Biblica quae miracula Dei olim significaverunt ad demonstrationes Aristotelicas relata sunt; item desiderium mysticum adhaerendi ad Deum de unione cum Intellectu Agenti intellectum est. (shrink)

At the end of the fifteenth century, the Castilian-Aragonian Eli Habilio wrote what is now the only extant, complete, and original Hebrew commentary on the entire Metaphysics of Aristotle. This commentary is short, about 15 folio pages long, and consists almost entirely of quotations from Averroes’ Middle Commentary on Aristotle’s Metaphysics in the early fourteenth-century translation of Qalonimos ben Qalonimos. Yet Habilio elsewhere expresses only disdain for Averroes and hopes that Jews will turn away from Averroes to read Scotus’ metaphysical (...) works instead. The author’s claim is that Habilio’s Commentary is intended to supplement his translation of Antonius Andreas’ questions on the Metaphysics and provide a Hebrew summary of the most read Hebrew version of the Metaphysics that would choose its words in such a way as not to contradict Scotus and in some cases even to encourage its readers to seek out a Scotist approach. (shrink)

Halper's study traces how the open-questioning of the divine arises in the works of Maimonides, Jacob Anatoli, Gersonides, and Abraham Bibago.

The Kuzari: In Defense of the Despised Faith is the first new translation into English of The Kuzari since 1905, annotated and explained based on the classic commentaries. Written by Rabbi Yehuda HaLevi of Spain over a period of twenty years and completed in 1140, The Kuzari has enthralled generations of Jews and non-Jews alike with its clear-cut presentation on Judaism, and its polemics against Greek philosophy, Christianity, Islam, and Karaism.

After showing how Aristotle justifies his doctrines by demonstrating how they resolve one/many problems, the author uses this justification to clarify the doctrines and what is puzzling in them.

Introduction -- Fraud in research : frequency patterns -- An organizational approach to research fraud -- Fraud, lies, deceptions, fabrications, and falsifications -- Deviance in scientific research : norms, hot spots, control -- Concluding discussion.

How faith in God maintains the link between the physical realm and the spiritual realm. Discusses free will, resurrection, God's immanence and transcendence, and similar topics.

Ordinary mathematical proofs—to be distinguished from formal derivations—are the locus of mathematical knowledge. Their epistemic content goes way beyond what is summarised in the form of theorems. Objections are raised against the formalist thesis that every mainstream informal proof can be formalised in some first-order formal system. Foundationalism is at the heart of Hilbert's program and calls for methods of formal logic to prove consistency. On the other hand, ‘systemic cohesiveness’, as proposed here, seeks to explicate why mathematical knowledge is (...) coherent (in an informal sense) and places the problem of reliability within the province of the philosophy of mathematics. (shrink)

Following participation in Dr. Yair Caspi’s “Psychology in Judaism” workshop, the writers contemplate whether the teaching of Caspi’s model in academic settings could become simultaneously a fresh addition to interdisciplinary approaches to the teaching of Judaism in Israeli Academic life, and an academic addition to the contemporary trend to Jewish renewal in Israeli society. The model is based on weekly facilitated workshops in which participants both reflect on and discuss their lives and also explore unique interpretations of Jewish texts and (...) ideas, constantly seeking the borderline where their lives inform the text and vice versa. The process leads to the re-enchantment of ancient Jewish concepts, the reinvention of the Jewish religious experience in a contemporary paradigm and idiom, and the possibility of deep transformative insight. (shrink)

Fichte claims in Section 5 of the Grundlage der gesamten Wissenschaftslehre (GWL) that the absolute I contains a difference between two directions. In this paper, I argue that this specific claim complements, rather than contradicts, his general position in Section 1, according to which the absolute I is a simple identity or a point. I first show that we can identify a version of what I call Fichte’s Two-Directions Theory in texts written both before and after the GWL. I term (...) this version his Two-Series Theory. Drawing on this reading, I demonstrate, in contrast to previous research, that Fichte consistently formulates the absolute I in a twofold manner: as a pure act that precedes any difference and as a proposition that contains a relation. I further argue that Fichte’s treatment of the absolute I as a simple unity and as a unity of two directions maps onto two stages within his philosophical investigation. On my account, Fichte seeks to comprehend the absolute I by considering the I’s activity both as it is in itself and as it presents itself to thought. (shrink)

Book of Jewish philosophy including such topics as reconciling science and religion, Divine providence, God's infinitude and omniscience, reincarnation, how faith has the power to alter nature, God's immutability, how to reconcile spirituality with the physical universe, and resurrection.

This study introduces the concept of deviant behavior in a moderated-mediation framework of incentives and organizational justice perception. The proposed relationships in the theoretical framework were tested with a sample of 311 academics, using simple random sampling, via causal models and structural equation modeling. The findings suggest that incentives might boost the apparent performance, but not necessarily the intended performance. The results confirm that employees’ affection for incentives has direct, indirect, and conditional indirect effects on their deviant behavior likelihood. The (...) relationship between employee deviant behavior likelihood and affection for incentives was moderated by organizational justice perception and partially mediated by reward expectancy, thus having significant contributions toward the extant literature of deviant behavior and incentives. The findings have important implications for managers, academicians, and policy makers for mitigating adverse behavior in professional employees through proper use of incentives. (shrink)

In a recent article, Azzouni has argued in favor of a version of formalism according to which ordinary mathematical proofs indicate mechanically checkable derivations. This is taken to account for the quasi-universal agreement among mathematicians on the validity of their proofs. Here, the author subjects these claims to a critical examination, recalls the technical details about formalization and mechanical checking of proofs, and illustrates the main argument with aanalysis of examples. In the author's view, much of mathematical reasoning presents genuine (...) meaning-dependent mathematical characteristics that cannot be captured by formal calculi. ‘…there is a conflict between mathematical practice and the formalist doctrine.’ [Kreisel, 1969, p. 39]. (shrink)

This paper examines the claim that the two final articles of Rav Kook’s book Ikvei Hatzon were written as a response to a lecture given by Hermann Cohen. It first reviews Cohen’s lecture showing that, regarding the concept of God, Cohen argues for the compatibility of Judaism and Kantianism in denying the dogmatic-mythological preoccupation with the existence of God in favor of understanding God as the basis of morality. Second, it analyzes Kook’s articles, demonstrating that he accepts the compatibility of (...) Judaism and Kantianism together with the denial of the dogmatic relation to God as a substance. Nevertheless, Kook is not satisfied with the critical view that denies the dogmatic relation to the substance altogether, since it formulates a merely negative relationship with God. Instead, he develops his concept of the Divine Ideals, which synthesizes the dogmatic preoccupation with substantiality and the critical denial of it. The Divine Ideals are the moral progression of man, through which man gradually becomes identical to God. Within the Divine Ideals, dogmatism becomes an emotional striving to be identical with God as a substance, while criticism is the intellectual negation of the possibility of such identity, which ensures that the process will continue indefinitely. (shrink)

Fichte claims in Section 5 of the Grundlage der gesamten Wissenschaftslehre that the absolute I contains a difference between two directions. In this paper, I argue that this specific claim complements, rather than contradicts, his general position in Section 1, according to which the absolute I is a simple identity or a point. I first show that we can identify a version of what I call Fichte’s Two-Directions Theory in texts written both before and after the GWL. I term this (...) version his Two-Series Theory. Drawing on this reading, I demonstrate, in contrast to previous research, that Fichte consistently formulates the absolute I in a twofold manner: as a pure act that precedes any difference and as a proposition that contains a relation. I further argue that Fichte’s treatment of the absolute I as a simple unity and as a unity of two directions maps onto two stages within his philosophical investigation. On my account, Fichte seeks to comprehend the absolute I by considering the I’s activity both as it is in itself and as it presents itself to thought. (shrink)

We introduce a Gentzen-style modal predicate logic and prove the cut-elimination theorem for it. This sequent calculus of cut-free proofs is chosen as a proxy to develop the proof-theory of the logics introduced in [14, 15, 4]. We present syntactic proofs for all the metatheoretical results that were proved model-theoretically in loc. cit. and moreover prove that the form of weak reflection proved in these papers is as strong as possible.

Given a weakly o-minimal structure${\cal M}$and its o-minimal completion$\bar{{\cal M}}$, we first associate to$\bar{{\cal M}}$a canonical language and then prove thatTh$\left$determines$Th\left$. We then investigate the theory of the pair$\left$in the spirit of the theory of dense pairs of o-minimal structures, and prove, among other results, that it is near model complete, and every definable open subset of${\bar{M}^n}$is already definable in$\bar{{\cal M}}$.We give an example of a weakly o-minimal structure interpreting$\bar{{\cal M}}$and show that it is not elementarily equivalent to any reduct (...) of an o-minimal trace. (shrink)

We introduce a first order extension of GL, called ML 3 , and develop its proof theory via a proxy cut-free sequent calculus GLTS. We prove the highly nontrivial result that cut is a derived rule in GLTS, a result that is unavailable in other known first-order extensions of GL. This leads to proofs of weak reflection and the related conservation result for ML 3 , as well as proofs for Craig’s interpolation theorem for GLTS. Turning to semantics we prove (...) that ML 3 is sound with respect to arithmetical interpretations and that it is also sound and complete with respect to converse well-founded and transitive finite Kripke models. This leads us to expect that a Solovay-like proof of arithmetical completeness of ML 3 is possible. (shrink)

The purpose of our lives is to grow step by step toward a fundamental transformation. Instead of always seeking some form of gratification, we can learn to give to others with no self-interest at all. The is the essential teaching of the Kabbalah portrayed in these essays by Baal Hasulam – the greatest modern explicator of Kabbalah. Rabbi Gottlieb provides an illuminating commentary as a living Chassidic rebbe devoted to the practice and teaching of Baal Hasulam’s spiritual path.

PREFACE This volume is a sequel to yet independent of our Paranoia: A Study in Diagnosis, Reidel, Dordrecht and Boston, 1976. Whereas our first book centered on diagnosis, this centers on treatment. In our first volume, all discussions of nosology (theory of illness) and of treatment was ancillary to our discussion of diagnosis; similarly all discussion of this volume dealing with nosology - there is very little on diagnosis here - is ancillary to our discussion of psychotherapy. It is still (...) our profoundest conviction that to speak of treatment without diagnosis is meaningless, if not irresponsible, since otherwise one does not know what one is talking about. Hence, our present study, though it centers on theories of treatment, links psychotherapy with psychopathology. It is the rationale of psychotherapy which is of importance, and the rationale dwells in this link. We wish our present study to be self-contained and understood by readers who are not familiar with our first book - or with any specific literature. Our discussion of medicine in general, meaning the rationale of therapy in general, helps the uninitiated reader, as well as the initiated, we hope: it certainly has helped us. We did not see how else can we study a branch of medicine; we felt the need for some idea of how medicine is supposed to work. (shrink)

William Alston has identified what he calls a “Christian Mystical Practice” as one of the many doxastic practices in which humans engage. He defends CMP as being as rational as other doxastic practices, including the sense perceptual practice, having its own input and output rules, and its own background overrider system. I argue that there seems to be a serious problem with Alston’s characterization of the overrider system for CMP. The presence of this problem threatens to damage Alston’s argument for (...) the rationality of engaging in the Christian Mystical Practice. (shrink)

The Zohar, the Cabbalistic ‘Bible’, has a special theory concerning magic. Magic, which for the Zohar is the essence of idolatry, is depicted there as identical in its form with Cabbalistic mystical theurgy, but directed not towards God but towards evil demons. This theory has been labeled in research Hermetic and Neo-Platonic, but only in general terms. This article makes a further step and finds a parallelism between a paragraph in the Zohar and a paragraph in On the Mysteries of (...) Iamblichus, the Neo-Platonic philosopher. The two paragraphs expound the above theory in similar terms, and also cite as their source a similar authority, namely eastern sages or Chaldaean prophets. This parallelism may establish a literary connection between the Zohar and Iamblichus, who may be related also in other respects. (shrink)