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Splitting of the ground state manifold of classical Heisenberg spins as couplings are varied

机译:随着耦合的变化,经典海森堡自旋的基态流形分裂

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摘要

We construct clusters of classical Heisenberg spins with two-spin S→i.S→j-type interactions for which the ground state manifold consists of disconnected pieces. We extend the construction to lattices and couplings for which the ground state manifold splits into an exponentially large number of disconnected pieces at a sharp point as the interaction strengths are varied with respect to each other. In one such lattice we construct, the number of disconnected pieces in the ground state manifold can be counted exactly.
机译:我们构造了具有两个自旋S→i.S→j型相互作用的经典海森堡自旋簇,其基态流形由不连续的部分组成。我们将结构扩展到晶格和耦合,当相互作用强度相对变化时,基态歧管会在一个尖点将基态歧管分解为成指数数量的断开部分。在我们构建的一个这样的晶格中,基态歧管中的​​断开连接数可以精确计算。

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