论文标题
在四面体类型方程式上与$ b_3，c_3，f_4 $和$ h_3 $相关
On tetrahedron type equations associated with $B_3,C_3, F_4$ and $H_3$
论文作者
论文摘要
四面体方程是杨手机方程的三维类似物。它允许根据Coxeter Group $ A_3 $进行配方。此简短说明包括沿$ B_3，C_3，F_4 $和非结晶Coxetrographic Coxeter Group $ H_3 $的杂项。它是2021年11月在京都大学RIMS的在线研讨会，组合代表理论和与相关领域的联系中的作者演讲的补充。
Tetrahedron equation is a three dimensional analogue of the Yang-Baxter equation. It allows a formulation in terms of the Coxeter group $A_3$. This short note includes miscellaneous remarks on the generalizations along $B_3, C_3, F_4$ and the non-crystallographic Coxeter group $H_3$. It is a supplement to the author's talk in the online workshop, Combinatorial Representation Theory and Connections with Related Fields, at RIMS, Kyoto University in November 2021.
