论文标题
规定的绞线代数和晶格仪表理论的有限演示
Finite presentations for stated skein algebras and lattice gauge field theory
论文作者
论文摘要
我们为陈述的绞线代数提供有限的演示文稿，并推断出这些代数是Koszul，并且它们与晶格仪场理论中出现的量子模量代数同构，从而推广了Bullock，Frohman，Frohman，Kania-Bartoszynska和Faitg的先前结果。
We provide finite presentations for stated skein algebras and deduce that those algebras are Koszul and that they are isomorphic to the quantum moduli algebras appearing in lattice gauge field theory, generalizing previous results of Bullock, Frohman, Kania-Bartoszynska and Faitg.
