A Naïve Realist Theory of Colour

Nonfiction, Religion & Spirituality, Philosophy, Aesthetics, Mind & Body
Cover of the book A Naïve Realist Theory of Colour by Keith Allen, OUP Oxford
View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart
Author: Keith Allen ISBN: 9780192507525
Publisher: OUP Oxford Publication: November 24, 2016
Imprint: OUP Oxford Language: English
Author: Keith Allen
ISBN: 9780192507525
Publisher: OUP Oxford
Publication: November 24, 2016
Imprint: OUP Oxford
Language: English

A Naïve Realist Theory of Colour defends the view that colours are mind-independent properties of things in the environment, that are distinct from properties identified by the physical sciences. This view stands in contrast to the long-standing and wide-spread view amongst philosophers and scientists that colours don't really exist - or at any rate, that if they do exist, then they are radically different from the way that they appear. It is argued that a naïve realist theory of colour best explains how colours appear to perceiving subjects, and that this view is not undermined either by reflecting on variations in colour perception between perceivers and across perceptual conditions, or by our modern scientific understanding of the world. A Naïve Realist Theory of Colour also illustrates how our understanding of what colours are has far-reaching implications for wider questions about the nature of perceptual experience, the relationship between mind and world, the problem of consciousness, the apparent tension between common sense and scientific representations of the world, and even the very nature and possibility of philosophical inquiry.

View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart

A Naïve Realist Theory of Colour defends the view that colours are mind-independent properties of things in the environment, that are distinct from properties identified by the physical sciences. This view stands in contrast to the long-standing and wide-spread view amongst philosophers and scientists that colours don't really exist - or at any rate, that if they do exist, then they are radically different from the way that they appear. It is argued that a naïve realist theory of colour best explains how colours appear to perceiving subjects, and that this view is not undermined either by reflecting on variations in colour perception between perceivers and across perceptual conditions, or by our modern scientific understanding of the world. A Naïve Realist Theory of Colour also illustrates how our understanding of what colours are has far-reaching implications for wider questions about the nature of perceptual experience, the relationship between mind and world, the problem of consciousness, the apparent tension between common sense and scientific representations of the world, and even the very nature and possibility of philosophical inquiry.

More books from OUP Oxford

Cover of the book Seneca: De Clementia by Keith Allen
Cover of the book Media and the Making of Modern Germany by Keith Allen
Cover of the book The Aesthetics of Argument by Keith Allen
Cover of the book Invitation to the Sociology of International Law by Keith Allen
Cover of the book Expert Evidence and Criminal Jury Trials by Keith Allen
Cover of the book Making Morality Work by Keith Allen
Cover of the book Arbitration Under International Investment Agreements by Keith Allen
Cover of the book The Novel by Keith Allen
Cover of the book The Origins of Adversary Criminal Trial by Keith Allen
Cover of the book Philosophical Foundations of Children's and Family Law by Keith Allen
Cover of the book A Pocket Philosophical Dictionary by Keith Allen
Cover of the book The Hiddenness Argument by Keith Allen
Cover of the book Ancient Egyptian Art and Architecture: A Very Short Introduction by Keith Allen
Cover of the book Advances in the Casimir Effect by Keith Allen
Cover of the book The Death Penalty by Keith Allen
We use our own "cookies" and third party cookies to improve services and to see statistical information. By using this website, you agree to our Privacy Policy