Algebra and Geometry
eBook - PDF

Algebra and Geometry

  1. 703 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Algebra and Geometry

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Yes, you can access Algebra and Geometry by Charles S. Peirce, Carolyn Eisele in PDF and/or ePUB format, as well as other popular books in Languages & Linguistics & Linguistics. We have over one million books available in our catalogue for you to explore.

Information

Publisher
De Gruyter
Year
2016
Print ISBN
9789027930255
eBook ISBN
9783110818840
Edition
1
Topic
Languages & Linguistics
Subtopic
Linguistics
Index
Languages & Linguistics

Table of contents

  1. Introduction
  2. Contents
  3. 1. Elements of Mathematics (165)
  4. Preface (1) (164)
  5. Preface (2) (94a)
  6. 1. Introduction, on Mathematics in General
  7. 2. Sequences
  8. 3. The Fundamental Operations in Algebra
  9. 4. Factors
  10. 5. Negative Numbers
  11. 6. Fractional Quantities
  12. 7. Simple Equations
  13. 8. Ratios and Proportions
  14. 9. Surds
  15. 10. Topical Geometry
  16. 11. Graphics and Perspective
  17. 2. New Elements of Geometry Based on Benjamin Peirce’s Works and Teachings (94)
  18. Preface
  19. Book I. Fundamental Properties of Space
  20. Book II. Topology
  21. Book III. Graphics
  22. Book IV. Metrics
  23. 3. Topical Geometry (137)
  24. Topical Geometry (137)
  25. 4. Appendices
  26. A. On the Quadratic Equation (86)
  27. B. Rational Fractions (278a fragment)
  28. C. Numerical Equations (69)
  29. D. [Additional Definitions] (from 166 and 150)
  30. E. [A Gloss. Elliptic, Hyperbolic, and Parabolic Measurement] (150)
  31. F. A Geometrico-Logical Discussion (126)
  32. G. [Projective Space] (part of 114)
  33. H. [Logic of Number – Le Fevre] (229)
  34. I. [Additional Theorems] (150 and 266)
  35. J. Promptuarium of Analytical Geometry (part of 102)
  36. K. Pythagorean Triangles (109)
  37. L. Analysis of Time (part of 138)
  38. M. Plan of Geometry (132)
  39. N. [Non-Euclidean Representation] (105)
  40. O. An Attempt to State Systematically the Doctrine of the Census in Geometrical Topics or Topical Geometry, More Commonly known as ‘Topology’; Being, a Mathematico- Logical Recreation of C. S. Peirce. Following the Lead of J. B. Listing’s Paper in the Göttinger Abhandlungen (from 145)
  41. P. [“Census” from Century Dictionary with Model]
  42. Q. Chapter III The Nature of Logical Inquiry (608)
  43. R. Three Problems
  44. S. Comments on Cayley’s Memoir on Abstract Geometry from the Point of View of the Logic of Relatives (546)
  45. T. [Obituary. Prof. Arthur Cayley]
  46. U. [From an Address to National Academy of Sciences] (95)
  47. Key to Greek Terms
  48. Key to Contents of MS. 165
  49. Key to Contents of MS. 94
  50. Index of Names
  51. Subject Index