Titlebook: Magnetism and Transport Phenomena in Spin-Charge Coupled Systems on Frustrated Lattices; Hiroaki Ishizuka Book 2015 Springer Japan 2015 An

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Introduction,cs in the field of strongly correlated electrons. In these systems, the itinerant electrons mediate effective interactions between the localized moments giving rise to rich magnetic behaviors in some of the metallic magnets. Meanwhile, the scattering from localized moments may strongly affects elect

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Partial Disorder on a Triangular Lattice,hows rich phase diagram with various magnetic phases: two-sublattice stripe, three-sublattice ferrimganetic, and partially disordered states. In addition to these long-range orders, we also found a Kosterlitz-Thouless like quasi-long-range order. In these four states, partial disorder and Kosterlitz

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Thermally-Induced Phases on a Kagome Lattice,gular model considered in Chaps. . and .; both the triangular and kagome lattices consist of triangular units, and the two models show geometrical frustration when the nearest-neighbor interaction is antiferromagnetic. We show that this kagome lattice model exhibits a rich phase diagram with various

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Anomalous Hall Insulator in Kagome Ice,nts to be that of . kagome plane of pyrochlore spin ice. We find that the local-spin correlation developed in the kagome plane, kagome-ice state, opens a charge gap without magnetic ordering. The insulating phase is a quantum anomalous Hall insulator. By Monte Carlo simulation, we elucidate the anom

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Spin-Charge Coupled Phases on a Pyrochlore Lattice, is studied by using an efficient Monte Carlo method using the polynomial expansion technique (Sect. .). This algorithm is an unbiased simulation method with well controlled approximation, that allows us to study spin-charge coupled systems using large system sizes. In this section, we present the r

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