Fractionalization from Kinetic Frustration in Doped Two-Dimensional SU(4) Quantum Magnets
Wilhelm Kadow, Ivan Morera, Eugene Demler, Michael Knap

TL;DR
This paper uncovers a new fractionalization mechanism in doped SU(4) quantum magnets, where holes split into spinons and holons to relieve kinetic frustration, supported by analytical and numerical methods.
Contribution
It identifies a novel fractionalization process driven by kinetic frustration in doped SU(4) models on frustrated lattices, supported by large-N analysis and numerical simulations.
Findings
Holes fractionalize into fermionic spinons and bosonic holons at quarter filling.
Kinetic frustration is relieved by fractionalization, leading to a spinon Fermi surface.
Electron doping induces ferromagnetism similar to Nagaoka's theorem.
Abstract
Separating electrons into emergent fractional quasiparticles is a hallmark of exotic quantum phases of matter with strong interactions. Understanding under which circumstances fractionalized excitations appear is a major conceptual challenge and can help realize long sought-after states, such as quantum spin liquids. Here, we identify a distinct mechanism for fractionalization. Starting from the plaquette-ordered ground state of an SU(4) symmetric t-J model at quarter filling on frustrated triangular lattices, we reveal a compelling interplay between order and fractionalization as a function of doping. For hole doping, we find that the kinetic frustration can be relieved by fractionalizing the holes into fermionic spinons and bosonic holons: the holons minimize their kinetic energy when the spinons form a spinon Fermi surface. We support this mechanism analytically in the large-N limit…
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