辛三代数的Frattini子代数

详细信息

The Frattini subalgebras of symplectic ternary aglebras

摘要: 讨论了辛三代数的Frattini子代数和Frattini 理想的性质，得到了Frattini 理想是辛三代数的幂零理想和可解balanced辛三代数的Frattini子代数等于Frattini 理想的结论.
- 辛三代数 /
- Frattini 子代数 /
- Frattini 理想
Abstract: The Frattini subalgebras and Frattini ideals of symplectic ternary algebras are studied. It is gotten that Frattini ideal of a symplectic ternary algebra is a nilpotent ideal, and the Frattini subalgebra is equal to the Frattini ideal for a solvable balanced symplectic ternary algebra.
- Symplectic ternary algebra /
- Frattini subalgebras /
- Frattini ideals