标题： 量子代数与超对称中波函数对称性的改变 显示英文标题

标题： Altering the Symmetry of Wavefunctions in Quantum Algebras and Supersymmetry

摘要： 存在于多粒子SU_q(2)不变子空间极限$q=-1$的统计修正算符与这些算符在超对称理论中自然出现的作用相平行。 我们通过与一个玩具模型$N=2$超对称代数的比较来启发性地说明这一点，并探讨在该极限下是否存在一个超对称结构支持SU(2)_q。 我们指出这种交替对称多重态对于构建不变哈密顿量的相关性。 显示英文摘要

摘要： The statistics-altering operators present in the limit $q=-1$ of multiparticle SU_q(2)-invariant subspaces parallel the action of such operators which naturally occur in supersymmetric theories. We illustrate this heuristically by comparison to a toy $N=2$ superymmetry algebra, and ask whether there is a supersymmetry structure underlying SU(2)_q at that limit. We remark on the relevance of such alternating-symmetry multiplets to the construction of invariant hamiltonians.