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15 December 2012
- 00:1300:13, 15 December 2012 diff hist +441 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 00:0000:00, 15 December 2012 diff hist +362 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
14 December 2012
- 23:2623:26, 14 December 2012 diff hist −1 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 23:2423:24, 14 December 2012 diff hist +657 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 23:0923:09, 14 December 2012 diff hist +1,139 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 21:1621:16, 14 December 2012 diff hist +553 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 20:3620:36, 14 December 2012 diff hist +463 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 19:4119:41, 14 December 2012 diff hist +1,033 S=1/2 and S=1 one dimensional quantum magnets →Numerical Method to Solve 1-D Quantum Magnets Problem: DMRG
- 18:5418:54, 14 December 2012 diff hist +4 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 13:0213:02, 14 December 2012 diff hist +282 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 12:5812:58, 14 December 2012 diff hist 0 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 12:5612:56, 14 December 2012 diff hist +51 N File:Fig 5.jpg The optical magnon peak in the Haldane spin liquid. current
- 12:5312:53, 14 December 2012 diff hist +2,509 S=1/2 and S=1 one dimensional quantum magnets →S=1 case: Haldane Spin Liquid
- 11:0311:03, 14 December 2012 diff hist +199 N File:Fig 4.png Dispersion curves of excitations in NENP below 4.2 K (from Renard et al., 1987). The solid line in the insert is a guide to the eye. The dashed lines are fits to the relativistic dispersion relation. current
- 10:0810:08, 14 December 2012 diff hist −34 S=1/2 and S=1 one dimensional quantum magnets No edit summary
13 December 2012
- 23:1423:14, 13 December 2012 diff hist +456 S=1/2 and S=1 one dimensional quantum magnets →The T=0 DMRG
- 22:3922:39, 13 December 2012 diff hist +273 S=1/2 and S=1 one dimensional quantum magnets →The T=0 DMRG
- 22:3022:30, 13 December 2012 diff hist +129 S=1/2 and S=1 one dimensional quantum magnets →The T=0 DMRG
- 22:2622:26, 13 December 2012 diff hist +164 S=1/2 and S=1 one dimensional quantum magnets →The T=0 DMRG
- 20:3520:35, 13 December 2012 diff hist +33 S=1/2 and S=1 one dimensional quantum magnets →The T=0 DMRG
- 20:3120:31, 13 December 2012 diff hist +640 S=1/2 and S=1 one dimensional quantum magnets →Numerical Method to Solve 1-D Quantum Magnets Problem: DMRG
- 09:0909:09, 13 December 2012 diff hist −10 S=1/2 and S=1 one dimensional quantum magnets →Numerical Method to Solve 1-D Quantum Magnets Problem: DMRG
- 06:4106:41, 13 December 2012 diff hist −3 S=1/2 and S=1 one dimensional quantum magnets →The Density Matrix Renormalization Group (DMRG) : Numerical Method to Solve 1-D Quantum Magnets Problem
- 06:4106:41, 13 December 2012 diff hist +432 S=1/2 and S=1 one dimensional quantum magnets →The Density Matrix Renormalization Group (DMRG) : Numerical Method to Solve 1-D Quantum Magnets Problem