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New Texts in the History of Philosophy Published in association with the British Society for the History of Philosophy The aim of this series is to encourage and facilitate the study of all aspects of the history of philosophy, including the rediscovery of neglected elements and the exploration of new approaches to the subject. Texts are selected on the basis of their philosophical and historical significance and with a view to promoting the understanding of currently under-represented authors, philosophical traditions, and historical periods. They include new editions and translations of important yet less well-known works which are not widely available to an Anglophone readership. The series is sponsored by the British Society for the History of Philosophy (BSHP) and is managed by an editorial team elected by the Society. It reflects the Society's main mission and its strong commitment to broadening the canon. In General Inquiries on the Analysis of Notions and Truths, Leibniz articulates for the first time his favourite solution to the problem of contingency and displays the main features of his logical calculus. Leibniz composed the work in 1686, the same year in which he began to correspond with Arnauld and wrote the Discourse on Metaphysics. General Inquiries supplements these contemporary entries in Leibniz's philosophical oeuvre and demonstrates the intimate connection that links Leibniz's philosophy with the attempt to create a new kind of logic. This edition presents the text and translation of the General Inquiries along with an introduction and commentary. Given the composite structure of the text, where logic and metaphysics strongly intertwine, Mugnai's introduction falls into two sections, respectively dedicated to logic and metaphysics. The first section ('Logic') begins with a preliminary account of Leibniz's project for a universal characteristic and focuses on the relationships between rational grammar and logic, and discusses the general structure and the main ingredients of Leibniz's logical calculus. The second section ('Metaphysics') is centred on the problem of contingency, which occupied Leibniz until the end of his life. Mugnai provides an account of the problem, and details Leibniz's proposed solution, based on the concept of infinite analysis.
This volume provides a uniquely comprehensive, systematic, and up-to-date appraisal of Leibniz's thought thematically organized around its diverse but interrelated aspects. By pulling together the best specialized work in the many domains to which Leibniz contributed, its ambition is to offer the most rounded picture of Leibniz's endeavors currently available.
Historical Dictionary of Leibniz's Philosophy, Second Edition contains a chronology, an introduction, and an extensive bibliography. The dictionary section has more than 500 cross-referenced entries on Leibniz’s philosophy, written work, teachers, contemporaries, and philosophers influenced by him.
Phenomenology was one of the twentieth century’s major philosophical movements, and it continues to be a vibrant and widely studied subject today with relevance beyond philosophy in areas such as medicine and cognitive sciences. The Routledge Handbook of Phenomenology and Phenomenological Philosophy is an outstanding guide to this important and fascinating topic. Its focus on phenomenology’s historical and systematic dimensions makes it a unique and valuable reference source. Moreover, its innovative approach includes entries that don’t simply reflect the state-of-the-art but in many cases advance it. Comprising seventy-five chapters by a team of international contributors, the Handbook offers unparalleled coverage and discussion of the subject, and is divided into five clear parts: • Phenomenology and the history of philosophy • Issues and concepts in phenomenology • Major figures in phenomenology • Intersections • Phenomenology in the world. Essential reading for students and researchers in philosophy studying phenomenology, The Routledge Handbook of Phenomenology and Phenomenological Philosophy is also suitable for those in related disciplines such as psychology, religion, literature, sociology and anthropology.
Conscious experience and thought content are customarily treated as distinct problems. This book argues that they are not. Part One develops a chastened empiricist theory of content, which cedes to experience a crucial role in rooting the contents of thoughts, but deploys an expanded conception of experience and of the ways in which contents may be rooted in experience. Part Two shows how, were the world as we experience it to be, our neurophysiology would be sufficient to constitute capacities for the range of intuitive thoughts recognized by Part One. Part Three argues that physics has shown that our experience is not veridical, and that this implies that no completely plausible account of how we have thoughts is comprehensible by humans. Yet this leaves thoughts not especially suspect, because such considerations also imply that all positive and contingent human conceptions of anything are false.
The late 1960s saw the emergence of new philosophical interest in Kant's philosophy of mathematics, and since then this interest has developed into a major and dynamic field of study. In this state-of-the-art survey of contemporary scholarship on Kant's mathematical thinking, Carl Posy and Ofra Rechter gather leading authors who approach it from multiple perspectives, engaging with topics including geometry, arithmetic, logic, and metaphysics. Their essays offer fine-grained analysis of Kant's philosophy of mathematics in the context of his Critical philosophy, and also show sensitivity to its historical background. The volume will be important for readers seeking a comprehensive picture of the current scholarship about the development of Kant's philosophy of mathematics, its place in his overall philosophy, and the Kantian themes that influenced mathematics and its philosophy after Kant.
The standard rules of probability can be interpreted as uniquely valid principles in logic. In this book, E. T. Jaynes dispels the imaginary distinction between 'probability theory' and 'statistical inference', leaving a logical unity and simplicity, which provides greater technical power and flexibility in applications. This book goes beyond the conventional mathematics of probability theory, viewing the subject in a wider context. New results are discussed, along with applications of probability theory to a wide variety of problems in physics, mathematics, economics, chemistry and biology. It contains many exercises and problems, and is suitable for use as a textbook on graduate level courses involving data analysis. The material is aimed at readers who are already familiar with applied mathematics at an advanced undergraduate level or higher. The book will be of interest to scientists working in any area where inference from incomplete information is necessary.