Solvable quadratic Lie algebras of dimensions leq 8
classification
🧮 math.RA
keywords
algebrasdimensionssolvablealgebraicallybilinearclassificationclassifyclosed
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In this paper, we classify solvable Lie algebras of dimensions $\leq 8$ endowed with a nondegenerate invariant symmetric bilinear form over an algebraically closed field. This classification (up to isometrically isomorphisms) is mainly based on the double extension method.
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