论文标题
联系海藻
Contact Seaweeds
论文作者
论文摘要
A（$ 2K+1 $）$ - $ dimensional Contactional Lie代数是一种承认一型$φ$的$φ\ wedge（dφ）^k \ ne0 $。这样的代数有一个指数，但这通常不是足够的条件。在这里，我们表明一型索引 - A型海藻代数必须接触。提供了示例，并提供了用于其明确结构的方法。
A ($2k+1$)$-$dimensional contact Lie algebra is one which admits a one-form $φ$ such that $φ\wedge (dφ)^k\ne0$. Such algebras have index one, but this is not generally a sufficient condition. Here we show that index-one type-A seaweed algebras are necessarily contact. Examples, together with a method for their explicit construction, are provided.
