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Statistical properties and statistical interaction for particles with spin: Hubbard model in one dimension and statistical spin liquid

机译：粒子的统计特性和统计相互作用旋转：一维的Hubbard模型和统计旋转液体

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We derive the statistical distribution functions for the Hubbard chain withinfinite Coulomb repulsion among particles and for the statistical spin liquidwith an arbitrary magnitude of the local interaction in momentum space.Haldane's statistical interaction is derived from an exact solution for each ofthe two models. In the case of the Hubbard chain the charge (holon) and thespin (spinon) excitations decouple completely and are shown to behavestatistically as fermions and bosons, respectively. In both cases thestatistical interaction must contain several components, a rule for theparticles with the internal symmetry.

机译：我们推导了粒子之间无穷库仑斥力的哈伯德链的统计分布函数，以及动量空间中具有任意大小局部相互作用的统计自旋液体的统计分布函数.Haldane的统计相互作用是从两个模型中每个模型的精确解中得出的。在哈伯德链的情况下，电荷（holon）和自旋（spinon）激发完全解耦，并且在统计上分别表现为费米子和玻色子。在这两种情况下，统计相互作用都必须包含几个组成部分，这是具有内部对称性的粒子的规则。

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作者
Byczuk, Krzysztof; Spalek, Jozef;
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年度 1994
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原文格式 PDF
正文语种 {"code":"en","name":"English","id":9}
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Statistical properties and statistical interaction for particles with spin: Hubbard model in one dimension and statistical spin liquid

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