Pacific Journal of Mathematics · 1970 · 45 citations · 25 references
Natural SciencesMathematicsAlgebraRepresentation TheorySeparation Of PowersDimensionality ReductionUniversal AlgebraFinite-dimensional Vector SpacesTensor Decompositions
A k-field is a field over which every polynomial of degree less than or equal to k splits completely. The main theorem characterizes the maximal decomposable subspaces of the k th symmetric space \/ k V, where V is finite-dimensional vector space over an infinite /ofield. They come in three forms:
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On the Geometry of Algebraic Homogeneous Spaces
Wei-Liang Chow · Annals of Mathematics · 1949 · 229 citations
Real<i>C</i><sup>∗</sup>-algebras
Theodore W. Palmer · Pacific Journal of Mathematics · 1970 · 49 citations · Full text