论文标题
在受限制的谎言代数的子代数晶格上{在受限的谎言代数的子代数晶格上
On the subalgebra lattice of a restricted Lie algebra]{On the subalgebra lattice of a restricted Lie algebra
论文作者
论文摘要
在本文中，我们研究了限制性谎言代数的限制亚代代代数的晶格。特别是，我们考虑了该晶格是双重原子，下部或上半年的代数，或者每个受限的亚代词是准理论的。在某些情况下，在某些情况下，在某些情况下，在非限制情况下，有一维的亚代桥的结果不受限制。
In this paper we study the lattice of restricted subalgebras of a restricted Lie algebra. In particular, we consider those algebras in which this lattice is dually atomistic, lower or upper semimodular, or in which every restricted subalgebra is a quasi-ideal. The fact that there are one-dimensional subalgebras which are not restricted results in some of these conditions being weaker than for the corresponding conditions in the non-restricted case.
