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16 January 2025
- 18:2618:26, 16 January 2025 diff hist +7 L-1 →Extreme Value Statistics
- 18:2418:24, 16 January 2025 diff hist +166 L-1 →Extreme value statistics
- 15:4815:48, 16 January 2025 diff hist +4 L-1 →References
- 15:4715:47, 16 January 2025 diff hist +13 L-1 →References
- 15:4615:46, 16 January 2025 diff hist +2 L-1 →References
- 15:4415:44, 16 January 2025 diff hist +526 L-1 →References
- 15:3015:30, 16 January 2025 diff hist +51 L-1 →Edwards Anderson order parameter
- 15:2615:26, 16 January 2025 diff hist −5 L-1 →Edwards Anderson order parameter
- 14:5214:52, 16 January 2025 diff hist +669 L-1 →Edwards Anderson order parameter
- 14:3814:38, 16 January 2025 diff hist +177 L-1 →Edwards Anderson model
- 14:3514:35, 16 January 2025 diff hist +2 L-1 →Spin glass Transition
13 January 2025
- 22:4522:45, 13 January 2025 diff hist +524 L-1 →Spin glass Transition
- 10:5210:52, 13 January 2025 diff hist +120 L-1 →Experiments
30 June 2024
- 12:0412:04, 30 June 2024 diff hist +36 L-5 No edit summary
25 March 2024
24 March 2024
- 19:4219:42, 24 March 2024 diff hist 0 L-9 →Larkin model
- 19:4119:41, 24 March 2024 diff hist +2 L-9 →Larkin model
- 19:4119:41, 24 March 2024 diff hist +572 L-9 →Larkin model
- 18:5718:57, 24 March 2024 diff hist +851 L-9 →Tails
- 17:5717:57, 24 March 2024 diff hist +8 L-9 →Multifractality
- 17:0017:00, 24 March 2024 diff hist +20 L-9 →Multifractality
- 16:5716:57, 24 March 2024 diff hist +5 L-9 →Multifractality
- 16:5616:56, 24 March 2024 diff hist +966 L-9 →Multifractality
- 16:2516:25, 24 March 2024 diff hist +1,217 N L-9 Created page with "=Multifractality= In the last lecture we discussed that the eigenstates of the Anderson model can be localized, delocalized or multifractal. The idea is to look at the (generalized) IPR <center><math> IPR(q)=\sum_n |\psi_n|^{2 q} \sim L^{-\tau_q} </math></center> The exponent <math>\tau_q</math> is called <Strong> multifractal exponent </Strong>. Normalization imposes <math>\tau_1 =0 </math> and the fact that the wave fuction is defined everywhere that <math>\tau_0 =-d..."
- 16:1016:10, 24 March 2024 diff hist −15 Main Page →Lectures and tutorials
- 10:5910:59, 24 March 2024 diff hist +66 L-8 →Eigenstates
18 March 2024
- 10:1010:10, 18 March 2024 diff hist −105 Main Page →Homework
- 10:0910:09, 18 March 2024 diff hist −119 Main Page →Course description
17 March 2024
- 18:5918:59, 17 March 2024 diff hist +3 L-7 →Conductance in presence of a localized spectrum
- 18:4618:46, 17 March 2024 diff hist +7 L-7 →The gang of the four
- 18:3618:36, 17 March 2024 diff hist −1 L-7 →Conductance in presence of a localized spectrum
- 18:3418:34, 17 March 2024 diff hist 0 L-8 →Consequences
- 18:3418:34, 17 March 2024 diff hist +5 L-8 →Eigenstates
- 13:0913:09, 17 March 2024 diff hist 0 L-8 →Anderson model (tight bindind model)
- 13:0813:08, 17 March 2024 diff hist +1,022 L-8 →Fustenberg Theorem
- 10:3510:35, 17 March 2024 diff hist +30 L-8 →Fustenberg Theorem
- 10:3410:34, 17 March 2024 diff hist +7 L-8 →Fustenberg Theorem
- 10:3410:34, 17 March 2024 diff hist +394 L-8 →Fustenberg Theorem
- 10:2710:27, 17 March 2024 diff hist +165 L-8 →Product of random matrices
- 09:4809:48, 17 March 2024 diff hist +280 L-8 →Product of random matrices
- 09:1409:14, 17 March 2024 diff hist +146 L-8 →Product of random matrices
- 09:0909:09, 17 March 2024 diff hist +94 L-8 →Log-normal distribution
- 09:0609:06, 17 March 2024 diff hist +520 L-8 →Central limit theorem and log-normal distribution
16 March 2024
- 23:5623:56, 16 March 2024 diff hist +250 L-8 →Product of random matrices
- 23:5223:52, 16 March 2024 diff hist +2 L-8 →Product of random matrices
- 23:5123:51, 16 March 2024 diff hist +727 L-8 →Transfer matrices and Lyapunov exponents
- 23:3823:38, 16 March 2024 diff hist −22 L-8 →Central limit theorem and log-normal distribution
- 23:3723:37, 16 March 2024 diff hist +1 L-8 →Central limit theorem and log-normal distribution
- 23:3623:36, 16 March 2024 diff hist +1 L-8 →Central limit theorem and log-normal distribution
- 23:3623:36, 16 March 2024 diff hist +5 L-8 →Central limit theorem and log-normal distribution