Journal of Lie Theory 20 (2010), No. 1, 213--213
Copyright Heldermann Verlag 2010
Biographical Note on our Paper Entitled: Classifying Associative Quadratic Algebras of Characteristic not Two as Lie Algebras
Hermann Hähl
Institut für Geometrie und Topologie, Universität Stuttgart, 70550 Stuttgart, Germany
haehl@mathematik.uni-stuttgart.de
Michael Weller
Liliencronstr. 2, 70619 Stuttgart, Germany
micha-weller@t-online.de
We correct the record of our paper in J. of Lie Theory 19 (2009) 543--555. The results are contained in the previously published article by A. Elduque, Quadratic alternative algebras, J. Math. Phys 31 (1990) 1--5.
Keywords: Associative quadratic algebra, Lie algebra, nilpotent Lie algebra, solvable Lie algebra, quaternion skew field, classification.
MSC: 16U99, 17B20, 17B30, 17B60
[ Fulltext-pdf (61 KB)] for subscribers only.