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Mathematical Intuitionism

L. E. J. Brouwer, the founder of mathematical intuitionism, believed that mathematics and its objects must be humanly graspable. He;

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Moral Emotions and Intuitions

knowledge, which is called affectual intuitionism. Affectual Intuitionism combines ethical intuitionism with a cognitive theory of emotions.;

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Moral Emotions and Intuitions

knowledge, which is called affectual intuitionism. Affectual Intuitionism combines ethical intuitionism with a cognitive theory of emotions.;

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Ethical Intuitionism

A defence of ethical intuitionism where (i) there are objective moral truths; (ii) we know these through an immediate, intellectual;

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Good In The Right

This book represents the most comprehensive account to date of an important but widely contested approach to ethics--intuitionism, the view;

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The Good in the Right - A Theory of Intuition and Intrinsic Value

This book represents the most comprehensive account to date of an important but widely contested approach to ethics - intuitionism, the;

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Intuitionism

knowledge of right and wrong. In this book, David Kaspar introduces and explores the perspective known as 'Intuitionism'. Charting intuitionism's;

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Ethical Intuitionism

This book defends a form of ethical intuitionism, according to which (i) there are objective moral truths; (ii) we know some of these;

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Brouwer's Cambridge Lectures on Intuitionism

from tradition, but intuitionism has survived well the struggle between contending schools in the foundations of mathematics and exact;

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Exploring a Theory of Morality and Religion: Moderate Constructivism

This book is a fundamental contribution to well-known debates about intuitionism in ethics in light of older traditions. Debates about;

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This Is Ethical Theory

ideas for any beginning ethicist. Discussing theoretical elements ranging from intuitionism to naturalism, emotivism to metaethics, Narveson's;

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Essays in Hegelian Dialectic

romantic intuitionism by focusing on a rational standard to objectivity, to avoid an empirical interpretation of experience through including;

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Varieties of Constructive Mathematics

Bishop's school, but intuitionism. Russian constructivism and recursive analysis are also treated, with comparisons between the various approaches;

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Gnomes in the Fog: The Reception of Brouwer's Intuitionism in the 1920s

The significance of foundational debate in mathematics that took place in the 1920s seems to have be;...

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Lonergan and Kant

second one inquire into the notion of the a priori. The third essay presents a detailed analysis of Kantian intuitionism and contrasts it with;

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Sidgwick's Utility and Whitehead's Virtue

, to Kantian deontological views and theistic intuitionism of Samule Taylor Coleridge and the Cambridge Moralists.;

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Mystic, Geometer And Intuitionist

. In mathematics, he was a founder of modern topology and the creator of intuitionism, one of the most important schools of thought on the philosophy;

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L.E.J. Brouwer - Topologist, Intuitionist, Philosopher

led him to introduce, and then consolidate, constructive methods under the name 'intuitionism'. This made him one of the main protagonists;

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The Revolt of Unreason: Miguel de Unamuno and Antonio Caso on the Crisis of Modernity

faith and reason has no other recourse but to turn to decisionism. By turning to intuitionism, Caso believes that he has blurred the line;

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Lectures on the Philosophy of Mathematics

, logicism, structuralism, formalism, infinity, and intuitionism in mathematical contexts. He organizes the book by mathematical themes--numbers;

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Mathematics, Models, and Modality

key topics including nominalism, neo-logicism, intuitionism, modal logic, analyticity, and translation. An introduction sets the essays;

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Mathematics, Models, and Modality

key topics including nominalism, neo-logicism, intuitionism, modal logic, analyticity, and translation. An introduction sets the essays;

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Mathematical Intuitionism

In the area of mathematical logic, a great deal of attention is now being devoted to the study of no;...

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Right And The Good

. Ross's book, originally published in 1930, is the pinnacle of ethical intuitionism, which was the dominant moral theory in British philosophy for;

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Leibniz' Doctrine of Necessary Truth

the conflict between his reductionistic and formalistic views and the opposing intuitionism and anti-reductionism of Descartes and Locke. The;

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Constructivism in Mathematics, Vol 1

the metamathematics of constructive mathematics, paying special attention to Intuitionism, Markov's constructivism and Martin-Lof's type;

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Leibniz' Doctrine of Necessary Truth

the conflict between his reductionistic and formalistic views and the opposing intuitionism and anti-reductionism of Descartes and Locke. The;

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