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First published in 1961, Inductive Probability is a dialectical analysis of probability as it occurs in inductions. The book elucidates on the various forms of inductive, the criteria for their validity, and the consequent probabilities.
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This book casts a new light on Bertrand’s Paradox, giving original analyses of the paradox, its possible solutions, the source of the paradox, the philosophical errors we make in attempting to solve it and what the paradox proves for the philosophy of probability.
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An inquiry into probabilistic modes of sensing and making sense of reality developed by avant-garde artists
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This book examines the correspondence between international relations (IR) theories of structural realism and constructivism and paintings, notably the artwork of Mark Rothko and Jackson Pollock, in a game theory setting.
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Why have there been so few women mathematicians? This book does not seek an answer in absence but in the forces, ruptures, and... Læs mere
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The book discusses nine popular propositions in Mathematics: “The Consistency Theorem” from Logic;
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'The Pattern of Change' explores the concept that pattern is the manifestation of change, integrating ancient Chinese... Læs mere
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'The Pattern of Change' explores the concept that pattern is the manifestation of change, integrating ancient Chinese... Læs mere
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Introduces Aristotelian realist philosophy of mathematics through the work of leading Australian mathematician and historian of ideas, James Franklin.
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