1989 Volume 58 Issue 8 Pages 2650-2653
The possibility of chiral symmetry breaking in quantum spin systems is examined by the extrapolation of exactly diagonalized results on finite lattices in the ground state. Both on the triangular and the square lattice, linear dependence of squared chirality on the inverse linear size in the free boundary condition strongly suggests that the correlation of chirality defined by S1·(S2×S3) is short-ranged in the thermodynamic limit, which also leads to the absence of the flux state.
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