Progress in Galois Theory
Proceedings of John Thompson's 70th Birthday Conference (Developments in Mathematics)
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Author
Contributions
- Helmut Voelklein (Editor) - Contributor
- Tanush Shaska (Editor) - Contributor
Publication
2004-11-19 - Springer
Language
English
Word Count
42,000 words, Guess
Page Count
168 pages
Identifiers
- Internet Archiveprogressgaloisth00voel
- Internet Archiveprogressgaloisth00voel_444
- Internet Archiveprogressingalois0000unse
- ISBN-100387235337
- ISBN-139780387235332
and 4 more
- Library of Congress Control Number2005042486
- OCLC Control Number57452572
- Better World Books9780387235332
- Open LibraryOL7444550M
Classifications
- LCCQA374 .P736 2005
- LCCQA1-939
First Sentence
In this paper, we will prove the following theorem: Theorem 1.1. Let G L(V) be transitive Rank 3 on (V) with subdegrees 1,q+q2 + . . . +qn-2 + qn-2,qn-1 where V is an n-dimensional vector space over the field k = GF(q) with n = 2m 4, and (V) is the set of all 1-spaces in V.
Subjects
Other Editions
- Progress in Galois Theory: Proceedings of John Thompson's 70th Birthday Conference (Developments in Mathematics)
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