论文标题
量子第二个Weyl代数的派生
Derivations of a family of quantum second Weyl algebras
论文作者
论文摘要
鉴于著名的dixmier定理，将$ u_q^+（\ mathfrak {g}）$的原始商视为Weyl代数的量子类似物是很自然的。在这项工作中，我们在$ g_2 $案件中研究这些原始人，并计算其谎言代数。
In view of a well-known theorem of Dixmier, its is natural to consider primitive quotients of $U_q^+(\mathfrak{g})$ as quantum analogues of Weyl algebras. In this work, we study these primitive quotients in the $G_2$ case and compute their Lie algebra of derivations.
