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Home > Geometry of Complex Domains; a seminar conducted by Professors Oswald Veblen and John Von Neumann, 1935-36.

Geometry of Complex Domains; a seminar conducted by Professors Oswald Veblen and John Von Neumann, 1935-36.


Book Informaton

Author

Oswald Veblen, John von Neumann, notes by Abraham H. Taub and James Wallace Givens

Edition

Reissued with corrections. 1955

Year of Publication

1937

Publisher

Institute for Advanced Study

City of Publication

Princeton

Language

en

ARI Id

1673516732494


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Showing 1 to 20 of 98 entries
Chapters/HeadingsAuthor(s)PagesInfo
Chapter I SPINORS AND PROJECTIVE GEOMETRY
1 The Minkowski Space Represented by Hermitian Matrices
2 The Complex Projective Line
3 The Lorentz Group Isomorphic to the Quadric Group
4 The Projective Group in P 1 Isomorphic to the Proper Lorentz Group
5 The Antiprojective Group in P 1 Isomorphic to the Lorentz Group
6 Coordinate Transformations and Tensor Calculus
7 The Alternating Numerical Tensors
8 Dual Coordinates in R 3
9 The Spinor Caleulus in P 1
10 Transformations of Coordinates in P 1
11 Involutions in P 1
12 Antiinvolutions in P 1
13 Point-Place Reflections in R 3
14 Line Reflections in R 3
15 Factorization of the Fundamental Quadratic Form
1 Underlying and Tangent Spaces
2 Spin and Gauge Spaces
3 Definition of Spinors
4 Gauge Transformations
Chapters/HeadingsAuthor(s)PagesInfo
Showing 1 to 20 of 98 entries
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