B型Temperley-Lieb代数的格拉姆行列式
The Gram determinant of the type B Temperley-Lieb algebra
摘要：
本文解决了Rodica Simion提出的关于B型格拉姆行列式的一个问题.我们提出这一时尚的影响W.B.R.Lickorish的工作Witten-Reshetikhin-Turaev不变量的3流形。行列式的根由Dabkowski和Przytycki预言，完全因式分解由Gefry Barad证明。我们将给出一个详细的历史，这个问题的续集文件中，我们还计划解决其他相关问题的西蒙，并连接到问题的弗伦克尔，霍瓦诺夫的工作。
英文摘要：
In this paper, we solve a problem posed by Rodica Simion regarding type B Gram determinants. We present this in a fashion influenced by the work of W.B.R.Lickorish on Witten-Reshetikhin-Turaev invariants of 3-manifolds. The roots of the determinant were predicted by Dabkowski and Przytycki, and the complete factorization was conjectured by Gefry Barad. We will give a detailed history of this problem in a sequel paper in which we also plan to address other related questions by Simion, and connect the problem to Frenkel-Khovanov's work.
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