论文标题
GL2泡沫功能和绞线阳性
Gl2 Foam Functoriality and Skein Positivity
论文作者
论文摘要
我们证明了Khovanov同源性的全部功能，用于纠结的框架网络。我们使用此功能结果来证明（可定向）表面绞线代数的强阳性结果。该论点是分类的，并在于证明所谓的线性复合物在叠加下是稳定的。
We prove full functoriality of Khovanov homology for tangled framed gl2 webs. We use this functoriality result to prove a strong positivity result for (orientable) surface skein algebras. The argument goes categorical and consists in proving that so-called linear complexes are stable under superposition.
