Publisher
Springer International Publishing
Reference65 articles.
1. Allison, B.N.: A class of nonassociative algebras with involution containing the class of Jordan algebras. Math. Ann. 237(2), 133–156 (1978)
2. Allison, B.N.: Models of isotropic simple Lie algebras. Commun. Algebr. 7(17), 1835–1875 (1979)
3. Asano, H., Yamaguti, K.: A construction of Lie algebras by generalized Jordan triple systems of second order. Ned. Akad. Wet. (Indag. Math.) 42(3), 249–253 (1980)
4. Asano, H.: Classification of non-compact real simple generalized Jordan triple systems of the second kind. Hiroshima Math. J. 21, 463–489 (1991)
5. Bertram, W.: Complex and quaternionic structures on symmetric spaces - correspondence with Freudenthal-Kantor triple systems. In: Miyaoka, R., Tamaru, H. (eds.) Theory of Lie Groups and Manifolds. Sophia Kokyuroku in Math. 45, 61–80 (2002)