Salomon Maimon’s Theory of Invention


Book Description

How can we invent new certain knowledge in a methodical manner? This question stands at the heart of Salomon Maimon's theory of invention. Chikurel argues that Maimon's contribution to the ars inveniendi tradition lies in the methods of invention which he prescribes for mathematics. Influenced by Proclus' commentary on Elements, these methods are applied on examples taken from Euclid's Elements and Data. Centering around methodical invention and scientific genius, Maimon's philosophy is unique in an era glorifying the artistic genius, known as Geniezeit. Invention, primarily defined as constructing syllogisms, has implications on the notion of being given in intuition as well as in symbolic cognition. Chikurel introduces Maimon's notion of analysis in the broader sense, grounded not only on the principle of contradiction but on intuition as well. In philosophy, ampliative analysis is based on Maimon's logical term of analysis of the object, a term that has yet to be discussed in Maimonian scholarship. Following its introduction, a new version of the question quid juris? arises. In mathematics, Chikurel demonstrates how this conception of analysis originates from practices of Greek geometrical analysis.




Salomon Maimon’s Theory of Invention


Book Description

How can we invent new certain knowledge in a methodical manner? This question stands at the heart of Salomon Maimon's theory of invention. Chikurel argues that Maimon's contribution to the ars inveniendi tradition lies in the methods of invention which he prescribes for mathematics. Influenced by Proclus' commentary on Elements, these methods are applied on examples taken from Euclid's Elements and Data. Centering around methodical invention and scientific genius, Maimon's philosophy is unique in an era glorifying the artistic genius, known as Geniezeit. Invention, primarily defined as constructing syllogisms, has implications on the notion of being given in intuition as well as in symbolic cognition. Chikurel introduces Maimon's notion of analysis in the broader sense, grounded not only on the principle of contradiction but on intuition as well. In philosophy, ampliative analysis is based on Maimon's logical term of analysis of the object, a term that has yet to be discussed in Maimonian scholarship. Following its introduction, a new version of the question quid juris? arises. In mathematics, Chikurel demonstrates how this conception of analysis originates from practices of Greek geometrical analysis.




Salomon Maimon's Theory of Invention


Book Description

How can we invent new certain knowledge in a methodical manner? Chikurel argues that Maimon's contribution to the ars inveniendi tradition lies in the methods of invention, applied on Euclidean geometry, and in his notion of analysis as grounded b




Maimonides Review of Philosophy and Religion Volume 3, 2024


Book Description

The Maimonides Review of Philosophy and Religion is an annual collection of double-blind peer-reviewed articles that seeks to provide a broad international arena for an intellectual exchange of ideas between the disciplines of philosophy, theology, religion, cultural history, and literature and to showcase their multifarious junctures within the framework of Jewish studies. Contributions to the Review place special thematic emphasis on scepticism within Jewish thought and its links to other religious traditions and secular worldviews. The Review is interested in the tension at the heart of matters of reason and faith, rationalism and mysticism, theory and practice, narrativity and normativity, doubt and dogma.




Maimon's Essay on a New Logic Or Theory of Thinking


Book Description

The Essay on a New Logic or Theory of Thinking, originally published in Berlin in 1794, was Salomon Maimon's hard-won success after a lifetime's pursuit of philosophical wisdom, Timothy Franz presents its first English translation. Franz translates the entirety of the New Logic, Maimon's Letters to Aenesidemus, two hostile reviews he vigorously annotated, and his letters to Kant, Reinhold, and Fichte about the work. Franz prefaces the text with a new history of Maimon's unique philosophical development, an introduction that discusses Maimon's relation to Kant, and a commentary that reconciles Maimon's idiosyncratically disjointed style with his unified vision of a systematic philosophy of reflection. This makes Maimon's work available for further study.




The Mathematical Imagination


Book Description

This book offers an archeology of the undeveloped potential of mathematics for critical theory. As Max Horkheimer and Theodor W. Adorno first conceived of the critical project in the 1930s, critical theory steadfastly opposed the mathematization of thought. Mathematics flattened thought into a dangerous positivism that led reason to the barbarism of World War II. The Mathematical Imagination challenges this narrative, showing how for other German-Jewish thinkers, such as Gershom Scholem, Franz Rosenzweig, and Siegfried Kracauer, mathematics offered metaphors to negotiate the crises of modernity during the Weimar Republic. Influential theories of poetry, messianism, and cultural critique, Handelman shows, borrowed from the philosophy of mathematics, infinitesimal calculus, and geometry in order to refashion cultural and aesthetic discourse. Drawn to the austerity and muteness of mathematics, these friends and forerunners of the Frankfurt School found in mathematical approaches to negativity strategies to capture the marginalized experiences and perspectives of Jews in Germany. Their vocabulary, in which theory could be both mathematical and critical, is missing from the intellectual history of critical theory, whether in the work of second generation critical theorists such as Jürgen Habermas or in contemporary critiques of technology. The Mathematical Imagination shows how Scholem, Rosenzweig, and Kracauer’s engagement with mathematics uncovers a more capacious vision of the critical project, one with tools that can help us intervene in our digital and increasingly mathematical present. The Mathematical Imagination is available from the publisher on an open-access basis.




The Autobiography of Solomon Maimon


Book Description

Wry and spirited, shrewd and unrepentant, Maimon alternated between nomadic destitution and intellectual swordplay among the Jewish elite of Berlin. The son of a petty merchant in Polish Lithuania, Maimon was a child Talmud prodigy who became increasingly antagonistic toward the Jewish establishment and receptive toward the secular philosophies of Spinoza, Hume, Leibnitz, and Kant. A perpetual outsider, Maimon observed with an equally sharp eye the excesses of his time and the vicissitudes of his own life.







The Autobiography of Solomon Maimon


Book Description

The first complete and annotated English translation of Maimon's influential and delightfully entertaining memoir. Solomon Maimon's autobiography has delighted readers for more than two hundred years, from Goethe, Schiller, and George Eliot to Walter Benjamin and Hannah Arendt. The American poet and critic Adam Kirsch has named it one of the most crucial Jewish books of modern times. Here is the first complete and annotated English edition of this enduring and lively work. Born into a down-on-its-luck provincial Jewish family in 1753, Maimon quickly distinguished himself as a prodigy in learning. Even as a young child, he chafed at the constraints of his Talmudic education and rabbinical training. He recounts how he sought stimulation in the Hasidic community and among students of the Kabbalah--and offers rare and often wickedly funny accounts of both. After a series of picaresque misadventures, Maimon reached Berlin, where he became part of the city's famed Jewish Enlightenment and achieved the philosophical education he so desperately wanted, winning acclaim for being the "sharpest" of Kant's critics, as Kant himself described him. This new edition restores text cut from the abridged 1888 translation by J. Clark Murray, which has long been the only available English edition. Paul Reitter's translation is brilliantly sensitive to the subtleties of Maimon's prose while providing a fluid rendering that contemporary readers will enjoy, and is accompanied by an introduction and notes by Yitzhak Melamed and Abraham Socher that give invaluable insights into Maimon and his extraordinary life. The book also features an afterword by Gideon Freudenthal that provides an authoritative overview of Maimon's contribution to modern philosophy.




Deleuze's Philosophical Lineage


Book Description

The philosophy of Gilles Deleuze is increasingly gaining the prestige that its astonishing inventiveness calls for in the Anglo-American theoretical context. His wide-ranging works on the history of philosophy, cinema, painting, literature and politics are being taken up and put to work across disciplinary divides and in interesting and surprising ways. However, the backbone of Deleuze's philosophy - the many and varied sources from which he draws the material for his conceptual innovation - has until now remained relatively obscure and unexplored. This book takes as its goal the examination of this rich theoretical background. Presenting essays by a range of the world's foremost Deleuze scholars, and a number of up and coming theorists of his work, the book is composed of in-depth analyses of the key figures in Deleuze's lineage whose significance - as a result of either their obscurity or the complexity of their place in the Deleuzean text - has not previously been well understood. This work will prove indispensable to students and scholars seeking to understand the context from which Deleuze's ideas emerge.Included are essays on Deleuze's relationship to figures as varied as Marx, Simondon, Wronski, Hegel, Hume, Maimon, Ruyer, Kant, Heidegger, Husserl, Reimann, Leibniz, Bergson and Freud.