Corrigendum to "A Quiver Construction of Symmetric Crystals"
Corrigendum to "A Quiver Construction of Symmetric Crystals"
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“对称晶体的箭袋结构”的勘误表
DOI：
10.1093/imrn/rnr012
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发表时间：
2012
影响因子：
1
通讯作者：
Naoya Enomoto
中科院分区：
文献类型：
--
作者：
伊藤剛司;水澤靖;Hikoe Enomoto and Naoya Enomoto;高橋 亮;Naoya Enomoto
设K [e， f]为由e和f生成的环，定义关系为ef= v−2 fe+ 1。我们称这种代数为v-玻色子代数。设P是自由的z模，设α是P的非零元素，设M是K [e， f]-模。假设M有一个权值分解M=
Let K [e, f] be the ring generated by e and f with the defining relation ef= v− 2 fe+ 1. We call this algebra the v-boson algebra. Let P be a free Z-module, and let α be a nonzero element of P. Let M be a K [e, f]-module. Assume that M has a weight decomposition M=