Peirce - Phenomenology: The Logic of Mathematics

Charles Sanders Peirce

The Collected Papers: Principles of Philosophy

III. Phenomenology

Chapter 4.
The Logic of Mathematics

Contents:

§1. The Three Categories
§2. Quality
§3. Fact
§4. Dyads
§5. Triads

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3. A Guess at the Riddle

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5. Degenerate Cases

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I. General Historical Orientation

II. The Classification of the Sciences

III. Phenomenology

1. Introduction

§1. The Phaneron

§3. Monads, Dyads, and Triads

§4. Indecomposable Elements

2. The Categories in Detail

3. A Guess at the Riddle

Plan of the Work

§1. Trichotomy

§2. The Triad in Reasoning

§3. The Triad in Metaphysics

§4. The Triad in Psychology

§5. The Triad in Physiology

§6. The Triad in Biological Development

§7. The Triad in Physics

4. The Logic of Mathematics

§1. The Three Categories

5. Degenerate Cases

§1. Kinds of Secondness

§2. The Firstness of Firstness, Secondness and Thirdness

6. On a New List of Categories

§1. Original Statement

§2. Notes on the Preceding

IV. The Normative Sciences


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Charles Sanders Peirce

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The Collected Papers Vol. I.:
Principles of Philosophy

(1931)