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MATH G5910: Seminar-Analysis
1.00 Credits
University of Oklahoma Norman Campus
1 to 2 hours. Prerequisite: graduate standing. May be repeated with change of content; maximum credit 12 hours.
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MATH G5910 - Seminar-Analysis
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MATH G5920: Seminar-Algebra and Theory of Numbers
2.00 Credits
University of Oklahoma Norman Campus
1 to 2 hours. May be repeated with change of content; maximum credit 12 hours. (F, Sp)
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MATH G5920 - Seminar-Algebra and Theory of Numbers
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MATH G5930: Seminar-Geometry and Topology
3.00 Credits
University of Oklahoma Norman Campus
1 to 2 hours. May be repeated with change of content; maximum credit 12 hours. (F, Sp)
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MATH G5930 - Seminar-Geometry and Topology
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MATH G5940: Seminar-Applied Mathematics and Statistics
4.00 Credits
University of Oklahoma Norman Campus
1 to 2 hours. May be repeated with change of content; maximum credit 12 hours. (F, Sp)
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MATH G5940 - Seminar-Applied Mathematics and Statistics
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MATH G5950: Seminar-Undergraduate Mathematics Curriculum and Pedagogy
5.00 Credits
University of Oklahoma Norman Campus
1 to 2 hours. May be repeated with change of content; maximum credit 12 hours. This seminar will explore the current research literature on undergraduate mathematics curriculum and pedagogy. (F, Sp)
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MATH G5950 - Seminar-Undergraduate Mathematics Curriculum and Pedagogy
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MATH G5980: Research for Master's Thesis
8.00 Credits
University of Oklahoma Norman Campus
Variable enrollment, two to nine hours; maximum credit applicable toward degree, four hours. (F, Sp)
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MATH G5980 - Research for Master's Thesis
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MATH G5990: Special Problems in Mathematics
9.00 Credits
University of Oklahoma Norman Campus
1 to 2 hours. An option for all candidates for the master's degree who do not present theses. (F, Sp, Su)
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MATH G5990 - Special Problems in Mathematics
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MATH G6333: Lie Theory I
3.00 Credits
University of Oklahoma Norman Campus
Prerequisites: 5363 and 5863 or permission of the instructor. Basic properties of Lie algebras, nilpotent and solvable Lie algebras, semi-simple Lie algebras, root systems and classification theorems. (Irreg.)
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MATH G6333 - Lie Theory I
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MATH G6343: Lie Theory II
4.00 Credits
University of Oklahoma Norman Campus
Prerequisite: 6333 or permission of the instructor. Representation theory of semi-simple Lie algebras, Lie groups, connections between Lie groups and Lie algebras, structure theory and representation theory of compact Lie groups. (Irreg.)
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MATH G6343 - Lie Theory II
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MATH G6373: Commutative Algebra
7.00 Credits
University of Oklahoma Norman Campus
Prerequisite: 4323, 4333, 5333 or permission of instructor. Commutative rings and their modelus, ideals, prime ideals, Noetherian modules and rings, localization, principal and factorial rings, discrete valuation domains, Dedekind domains, integral ring extensions, dimension theory, tensor products, flat modules, the homofunctor, injective and projective modules, regular rings, Cohen-Macauley rings. (Irreg.)
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MATH G6373 - Commutative Algebra
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