| 释义 |
- References
In mathematics, the Kantor double is a Jordan superalgebra structure on the sum of two copies of a Poisson algebra. It is named after Isaiah Kantor, who introduced it in {{harvtxt|Kantor|1990}}. References- {{Citation | last1=Kantor | first1=I. L. | author1-link = Isaiah Kantor | editor1-last=Hussin | editor1-first=Véronique | title=Lie theory, differential equations and representation theory (Montreal, PQ, 1989) | publisher=Centre De Recherches Mathematiques, Univ. Montréal | location=Montreal, QC | series=Proceedings of the Annual Seminar of the Canadian Mathematical Society held at the Université de Montréal | isbn=978-2-921120-03-6 | mr=1121965 | year=1990 | chapter=Connection between Poisson brackets and Jordan and Lie superalgebras | pages=213–225}}
1 : Non-associative algebras |