Renormalization group analysis for bosonization coefficients in half-odd-integer Kitaev spin chains
This research uses renormalization group (RG) analysis to find bosonization formulas for half-odd-integer spin Kitaev chains. The study shows that breaking of emergent continuous symmetries scales as 1/S in the large-S limit, matching numerical results. It helps determine magnetic ordering tendencies in 2D Kitaev models.