
Journal of Lie Theory 31 (2021), No. 4, 10251030 Copyright Heldermann Verlag 2021 TenDimensional Lie Algebras with so(3) SemiSimple Factor. Erratum Narayana M. P. S. K. Bandara Dept. of Mathematics, Florida A&M University, Tallahassee, FL 32307, U.S.A. narayana.bandara@famu.edu Gerard Thompson Dept. of Mathematics and Statistics, University of Toledo, OH 43606, U.S.A. gerard.thompson@utoledo.edu In our recently published paper with the same title [J. Lie Theory 31/1 (2021) 93118] we have classified Lie algebras of dimension ten that have a nontrivial Levi decomposition and semisimple factor so(3). In this note we make some corrections concerning the small class of algebras for which the semisimple factor is six dimensional. Keywords: Semisimple factor, radical, nilradical, $R$representation, Lie algebra representation. MSC: 17B05, 17B30, 17B99. [ Fulltextpdf (91 KB)] for subscribers only. 