-of one-dimensional spin algebras. And last but least, the trivial EJA
-is exactly what you think it is; it could also be obtained by
-constructing a dimension-zero instance of any of the other
-algebras. Cartesian products of these are also supported using the
-usual ``cartesian_product()`` function; as a result, we support (up to
-isomorphism) all Euclidean Jordan algebras.
+of one-dimensional spin algebras. The Albert EJA is simply a special
+case of the :class:`OctonionHermitianEJA` where the matrices are
+three-by-three and the resulting space has dimension 27. And
+last/least, the trivial EJA is exactly what you think it is; it could
+also be obtained by constructing a dimension-zero instance of any of
+the other algebras. Cartesian products of these are also supported
+using the usual ``cartesian_product()`` function; as a result, we
+support (up to isomorphism) all Euclidean Jordan algebras.