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Galois theory
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Cyclotomy in the Galois fields
Creator:
Pearson, Patricia Margaret
Resource Type:
Masters Thesis
Principal subgroups of the nonarithmetic Hecke triangle groups and Galois orbits of algebraic curves
Creator:
Smith, Katherine M.
Resource Type:
Dissertation
The galois theory of iterated binomials
Creator:
Danielson, Lynda Major
Resource Type:
Dissertation
Trace forms and self-dual normal bases in Galois field extensions
Creator:
Kang, Dong Seung
Abstract:
Let G be a finite group, G₂ be a Sylow 2-subgroup of G, and L/K be a G-Galois extension. We study the trace form qL/K of L/K and the question of existence of a self-dual normal basis. Our main results are as follows: (1) If G₂ is not abelian and...
Resource Type:
Dissertation
Solvability of equations by radicals
Creator:
Brown, Robert Wallace
Resource Type:
Masters Thesis
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Academic Affiliation
Mathematics
5
Advisor
Brewer, B. W.
1
Fein, Burton I.
1
Poole, A. R.
1
Reichstein, Zinovy
1
Schmidt, Thomas A.
1
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1951
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2003
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Committee Member
Chen, L.
1
Fein, B.
1
Flahive, M.
1
Koc, Cetin Kaya
1
Schmidt, T. A.
1
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Creator
Brown, Robert Wallace
1
Danielson, Lynda Major
1
Kang, Dong Seung
1
Pearson, Patricia Margaret
1
Smith, Katherine M.
1
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1951
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2002
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2000-2009
2
1990-1999
1
1950-1959
2
Degree Field
Mathematics
5
Degree Level
Doctoral
3
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2
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Doctor of Philosophy (Ph.D.)
3
Master of Arts (M.A.)
1
Master of Science (M.S.)
1
Language
English [eng]
5
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All rights reserved
1
Non-Academic Affiliation
Oregon State University. Graduate School
5
Peer Reviewed
No
4
Resource Type
Dissertation
3
Masters Thesis
2
Rights Statement
In Copyright
3
Copyright Not Evaluated
2
Subject
Galois theory
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5
Algebraic fields
1
Curves, Algebraic
1
Cyclotomy
1
Equations, Binomial
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