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Thinking about provincialism in thinking /
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The volume addresses a problem rarely discussed by philosophers - the question of provincialism in science (in the broadest sense of the term). There are only a few great centers of science, which attract funding and provide almost ideal opportunities for research and development. They also attract some of the best researchers. Some - but not all. For a variety of reasons, some of the best researchers, or ones who have that potential, may do science outside these centers, in the provinces. The volume is devoted to the problems they face. What is an intellectual province? Who are the provincial thinkers? What is the mark of provincialism? Do provincial (or central) thinkers have any special duties? Are there ways of overcoming one's own provincialism? The authors address these questions across different disciplines, cultures, locations and time periods.
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1 online resource (301 pages) :
Includes bibliographical references. :
9789401209007 :
Available to subscribing member institutions only.
Apollonius of Perga's Conica : text, context, subtext /
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This volume takes a new look at one of the greatest works of Hellenistic mathematics, Apollonius of Perga's Conica . It provides a long overdue alternative to H.G. Zeuthen's Die Lehre von den Kegelschnitten im Altertum . The central part of the volume contains a historically sensitive analysis and interpretation of the entire Conica , both from the standpoint of its individual books and of the text as a whole. Particular attention is given to Books V-VII, which have had scant treatment until now. Two chapters in the volume concern histioriographic issues connected with the Conica in paricular and Greek mathematics in general. Although the volume is intended primarily for historians of ancient mathematics, its approach is fresh and engaging enough to be of interest also to historians, philosophers, linguists, and open-minded mathematicians.
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1 online resource (xii, 499 pages) : illustrations. :
Includes bibliographical references and index. :
9789004350991 :
0169-8958 ; :
Available to subscribing member institutions only.
Why Translate Science? : Documents from Antiquity to the 16th Century in the Historical West (Bactria to the Atlantic) /
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From antiquity to the 16th century, translation united culturally the peoples in the historical West (from Bactria to the shores of the Atlantic) and fueled the production and circulation of knowledge. The Hellenic scientific and philosophical curriculum was translated from and into, to mention the most prevalent languages, Greek, Syriac, Middle Persian, Arabic, Hebrew, and Latin. To fill a lack in existing scholarship, this volume collects the documents that present the insider evidence provided in contemporary accounts of the motivations and purposes of translation given in the personal statements by the agents in this process, the translators, scholars, and historians of each society. Presented in the original languages with an English translation and introductory essays, these documents offer material for the study of the historical contextualization of the translations, the social history of science and philosophy in their interplay with traditional beliefs, and the cultural policies and ideological underpinnings of these societies. Contributors Michael Angold, Pieter Beullens, Charles Burnett, David Cohen, Gad Freudenthal, Dag Nikolaus Hasse, Anthony Kaldellis, Daniel King, Felix Mundt, Ignacio Sánchez, Isabel Toral, Uwe Vagelpohl, and Mohsen Zakeri.
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A collection of documents from antiquity to the 16th century in the historical West (Bactria to the Atlantic), in the original languages with an English translation and introductory essays, about the motivations and purposes of translation from and into Greek, Syriac, Middle Persian, Arabic, Hebrew, and Latin, as given in the personal statements by the translators, scholars, and historians of each society. :
1 online resource. :
Includes bibliographical references and index. :
9789004472648
9789004472631
The arts of ornamental geometry : a Persian compendium on similar and complementary interlocking figures, Fī tadākhul al-ashkāl al-mutashābiha aw al-mutāwafiqa (Bibliothèque Nation...
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This collective study focuses on a unique anonymous medieval document on ornamental geometry featuring geometrical constructions and textual instructions in Persian. Selections from the unpublished work of Alpay Özdural (d. 2003) on this subject have been updated with original contributions by Jan P. Hogendijk, Elaheh Kheirandish, Gülru Necipoğlu, and Wheeler M. Thackston. The chapters interpreting this fascinating document are followed, for the first time, by a facsimile, transcription, and translation, as well as drawings of incised construction lines invisible in the photographed facsimile. This publication intersects with the current interest in Islamic geometrical patterning as an inspiration for tessellation and parametrically derived forms in contemporary architecture and the arts. It aims to make this celebrated source more accessible, given its multifaceted relevance to historians of art, architecture, and science, as well as mathematicians, physicists, artists, and architects. For those who wish to obtain a copy of the full, unedited original book manuscript of Alpay Özdural, where he discusses the mathematical properties of all geometrical constructions in the Anonymous Compendium as well as the step-by-step method for drawing each one, his work is available online at https://doi.org/10.6084/m9.figshare.5255416
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1 online resource. :
Includes bibliographical references and index. :
9789004315204 :
Available to subscribing member institutions only.
Essays in the philosophy and history of logic and mathematics /
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The book is a collection of the author's selected works in the philosophy and history of logic and mathematics. Papers in Part I include both general surveys of contemporary philosophy of mathematics as well as studies devoted to specialized topics, like Cantor's philosophy of set theory, the Church thesis and its epistemological status, the history of the philosophical background of the concept of number, the structuralist epistemology of mathematics and the phenomenological philosophy of mathematics. Part II contains essays in the history of logic and mathematics. They address such issues as the philosophical background of the development of symbolism in mathematical logic, Giuseppe Peano and his role in the creation of contemporary logical symbolism, Emil L. Post's works in mathematical logic and recursion theory, the formalist school in the foundations of mathematics and the algebra of logic in England in the 19th century. The history of mathematics and logic in Poland is also considered. This volume is of interest to historians and philosophers of science and mathematics as well as to logicians and mathematicians interested in the philosophy and history of their fields.
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A collection of previously published essays; those originally written in Polish have been translated into English for this publication. :
1 online resource (343 pages) :
Includes bibliographical references (p. 301-334) and index. :
9789042030916 :
0303-8157 ; :
Available to subscribing member institutions only.