References
- Cantarini, N., Kac, V. (2010). Classification of linearly compact simple rigid superalgebras. Int. Math. Res. Not. (IMRN) 17:3341–3393.
- Jiménez-Gestal, C., Pérez-Izquierdo, J. M. (2003). Ternary derivations of generalized Cayley-Dickson algebras. Commun. Algebra 31(10):5071–5094.
- Kantor, I. (1972). Certain generalizations of Jordan algebras (Russian). Trudy Sem. Vektor. Tenzor. Anal. 16:407–499.
- Kantor, I. (1988). A universal attracting object in the category of conservative algebras (Russian). Trudy Sem. Vektor. Tenzor. Anal. No. 23:45–48.
- Kantor, I. (1989). On an extension of a class of Jordan algebras. Algebra Logic 28(2):117–121.
- Kantor, I. (1989). Some problems in L-functor theory (Russian). Trudy Inst. Mat. (Novosibirsk) 16:54–75 (Issled. po Teor. Kolets i Algebr).
- Kantor, I. (1989). Terminal trilinear operations. Algebra Logic 28(1):25–40.
- Kantor, I. (1990). An universal conservative algebra. Siberian Math. J. 31(3):388–395.
- Kaygorodov, I. (2014). (n+1)-ary derivations of semisimple Filippov algebras. Math. Notes 96(2):208–216.
- Kaygorodov, I. (2014). On (n+1)-ary derivations of simple n-ary Malcev algebras. St. Petersburg Math. J. 25(4):575–585.
- Kaygorodov, I. On the Kantor product. Journal of Algebra and Its Applications 16(5):1750167.
- Kaygorodov, I., Lopatin, A., Popov, Yu. (2015). Conservative algebras of 2-dimensional algebras. Lin. Algebra Appl. 486:255–274.
- Petersson, H. (2000). The classification of two-dimensional nonassociative algebras. Results Math. 37(1–2):120–154.
- Shestakov, A. (2014). Ternary derivations of Jordan superalgebras. Algebra Logic 53(4):323–348.