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Solving systems of linear equations over lie nilpotent rings |
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| Authors: | Jen Szlgeti Zsolt Tuza |
| Institution: | Jenö, Szlgeti ,Zsolt Tuza |
| Abstract: | We show how the so called right and left determinants can be used in the solution of certain systems of linear equations over Lie niipotent rings, A close analogue of Cramer's rule is formulated for right linear equations over the Grassmann algebra. |
| Keywords: | System of right linear equations Lie nilpotent ring right and left adjoints and determinants |
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