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The Fundamental Theorem of Finite Dimensional Graded Algebras.
File(s):
- BrunshidleSpr09.pdf (224.9Kb PDF)
- Author(s)
- Advisor(s)
- Penkava, Michael R.
- Date
- Apr 2009
- Subject(s)
- Algebra--Classification; Associative algebras; Posters
- Series
- USGZE AS589
- Abstract
- The Fundamental Theorem of Finite Dimensional Algrebras states that an associative algebra is either nilpotent, semisimple or a semidirect product of a nilpotent algebra with a semisimple algebra. We extend this theorem to the case of Z2-graded algebras.
- Description
- Color poster with text and equations (Spring 2009)
- Sponsor(s)
- University of Wisconsin--Eau Claire Office of Research and Sponsored Programs.
- Permanent link
- http://digital.library.wisc.edu/1793/35779
- Export
- Export to RefWorks