MA232A - Euclidean and Non-Euclidean Geometry Michaelmas Term 2017 Dr. David R. Wilkins Initial Material

MA232A     Michaelmas Term 2017 — Initial Material

Editions of Euclid's Elements, Book I

Websites:

• Euclid's Elements, Book I, edited by Sir Thomas L. Heath (1st Edition, 1908)
• Euclid's Elements, Book I, edited by Dionysius Lardner, 1855)

Documents (in PDF format):

• Propositions from Thomas L. Heath's Edition of Euclid's Elements of Geometry
• Euclid, Book I, from Lardner's Edition (1855)

• Euclid Selection

Coordinate Geometry, Vector Algebra and Spherical Trigonometry

• Vector Algebra and Spherical Trigonometry

Other Material (Work in Progress)

• Geometrical Properties of Stereographic Projection [ WORK COMMENCED]
• Commentaries on Propositions in Book I of Euclid's Elements [ WORK COMMENCED]
• Some Principles underlying Euclid's Geometry [WORK IN PROGRESS]
• Euclid, Book I, Multi-Author Parallel Text [SUPERCEDED.]
• Euclid, edited by Dionysius Lardner (11th edition, 1855), Book I, Definitions, Postulates and Axioms [SUPERCEDED.]
• WORK IN PROGRESS: ‘betweenness’
• First Chapter of Hilbert's Grundlagen der Geometrie (2nd Edition) [WORK IN PROGRESS]
• Initial draft of sample questions for examination

Digitized version of Lardner's edition of the first six books of Euclid: Eleventh Edition (1855) — digitized by Google

• Book III

Older Stuff relating to Geometry at Second Level in Ireland: see this page.

Various Web Resources relating to Euclid:

• The Thirteen Books of Euclid's Elements, Volume 1, translated with introduction and commentary by Sir Thomas L. Heath (1st Edition, 1908)
• Euclid's Elements of Geometry translated by Richard Fitzpatrick (2008)
• The First Six Books of the Elements of Euclid edited by Dionysius Lardner (11th Edition, 1855)
• The First Six Books of the Elements of Euclid edited by John Casey (1885)
• Vatican Manuscript, containing Euclid's Elements (Peyrard)
• Euclid's Elements, Home Page,The Original Greek Text)
• Euclid's Elements, Home Page,The Original Greek Text)
• Resources related to Euclid

• Grundlagen der Geometrie, David Hilbert (2nd Edition, 1903)
• The Foundations of Geometry, David Hilbert, authorized translation by E.J. Townsend (1902)

Back to D.R. Wilkins: Lecture Notes

Dr. David R. Wilkins, School of Mathematics, Trinity College Dublin.