The Collected Papers of Bertrand Russell,

This volume shows Russell in transition from a neo-Kantian and neo-Hegelian philosopher to an analytic philosopher of the first rank. During this period his research centred on writing The Principles of Mathematics where he drew together previously unpublished drafts. These shed light on Russell's paradox. This material will alter previous accounts of how he discovered his paradox and the related paradox of the largest cardinal. The volume also includes a previously unpublished draft of an early attempt to solve his paradox, as well as the earliest known version of his generalised relation arithmetic. It contains three articles which have never previously been published in English.

Illustrations
Abbreviations
Introduction
Acknowledgements
Chronology
The Principles of Mathematics, Draft of 1899-1900	p. 9
Part I of the Principles, Draft of 1901	p. 181
Plan for Book I: The Variable [1902]	p. 209
Is Position in Time Absolute or Relative? [1900]	p. 219
The Notion of Order and Absolute Position in Space and Time [1901]	p. 234
Is Position in Time and Space Absolute or Relative? [1901]	p. 259
On the Notion of Order [1901]	p. 287
The Logic of Relations with Some Applications to the Theory of Series [1901]	p. 310
Recent Italian Work on the Foundations of Mathematics [1901]	p. 350
Recent Work on the Principles of Mathematics [1901]	p. 363
Lecture II. Logic of Propositions [1901]	p. 380
General Theory of Well-Ordered Series [1902]	p. 384
On Finite and Infinite Cardinal Numbers [1902]	p. 422
Continuous Series [1902]	p. 431
On Likeness [1902]	p. 437
Note [1902]	p. 461
The Teaching of Euclid [1902]	p. 465
Geometry, Non-Euclidean [1902]	p. 470
Review of Schultz, Psychologie der Axiome [1900]	p. 508
Leibniz's Doctrine of Substance as Deduced from His Logic [1900]	p. 511
Review of Boutroux, L'Imagination et les mathematiques selon Descartes [1901]	p. 535
Review of Hastie, Kant's Cosmogony [1901]	p. 538
Do Psychical States Have Position in Space? [1902]	p. 542
I. Identity and Diversity	p. 553
II. An Assault on Russell's Paradox	p. 560
III. Notes on Implication and Classes	p. 566
IV. French Text of Paper 5	p. 570
V. Draft and French Text of Paper 8	p. 589
VI. Outline of Paper 9	p. 628
VII. Draft and French Text of Paper 12	p. 630
VIII. French Text of Paper 16	p. 674
IX. Geometry	p. 676
X. Logic and Methodology as a Subject for the B.Sc. Degree	p. 680
XI. General Theory of Functions	p. 686
Missing and Unprinted Texts	p. 691
Annotation	p. 695
Textual Notes	p. 755
Bibliographical Index	p. 821
Symbols Index	p. 851
General Index	p. 865
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The Collected Papers of Bertrand Russell, Volume 3: Toward the 'Principles of Mathematics' 1900-02

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