论文标题
在Slim，Planar，Semimpular Lattices的一致晶格中
On a property of congruence lattices of slim, planar, semimodular lattices
论文作者
论文摘要
在与GáborCzédli的2121张纸中，我们介绍并验证了三个吊销三冠属性3P3C，以归因于Slim，Planar，Semimpular Lattices的一致性晶格。证明很长。在某种程度上，因为它依赖于Czédli在灯上的2021纸。 本文使用摇摆引理（基本和简短的方法）验证3P3C。
In a 2121 paper with Gábor Czédli, we introduced and verified the Three-pendant Three-crown Property, 3P3C, for congruence lattices of slim, planar, semimodular lattices. The proof is very long; in part, because it relies on Czédli's 2021 paper on lamps. This paper verifies 3P3C using the Swing Lemma, an elementary and short approach.
