Structure theorems for Jordan algebras of degree three over
fields of arbitrary characteristic
Expanded versions of some structure theorems for Jordan
algebras of degree 3, recently established by various authors over
fields of characteristic not 2 (and 3), are extended here, mostly in a
unified fashion, to base fields of arbitrary characteristic.
(This article has appeared in Comm. Algebra 32 (2004), 1019 - 1049)
Holger P. Petersson < holger.petersson@fernuni-hagen.de >