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Fill and Sign the Sri Lanka Insurance Scholarship Application Form

Fill and Sign the Sri Lanka Insurance Scholarship Application Form

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DATE Jan. 25 Jan. 27 Feb. 1 Feb. 3 Feb. 8 Feb. 10 Feb. 15 Feb. 17 Feb. 22 Feb. 24 Mar. 1 Mar. 3 Mar. 8 Mar. 10 Mar. 15 Mar. 17 Mar. 22/4 Mar. 29 Mar. 31 Apr. 5 Apr. 7 Apr. 12 Apr. 14 Apr. 19 Apr. 21 Apr. 26 Apr. 28 May 3 May 5 May 10 May 12 TOPIC, keyword Review, availability, phase diagrams Snow closure Mean field, free energy expansion Critical exponents in mean field, more Landau Ginzburg criterion; Potts, BEG, etc. models Virial expansion, distribution functns Capillary waves, applications to steps Density functional theory 2D Ising model, bit of series expan. Scaling Universality, Ising chain, fixed points Position‐space RG, decimation, TM PB 1 3.1‐3.4 3.5‐3.8 3.9-3.11,4.1-4.3 5.1‐5.2 5.4 5.5 6.1‐6.2 6.3‐6.4 6.5‐6.6 7.1‐7.2 7.4‐[7.5] Kardar(P,F) LMB Other F2 F3 P5.3,P3.3 4.3 AlsNielsen&Birgeneau F7 F4 F8.3‐8.4 4.1 F6 4.4‐4.5 Kadanoff Yeomans5,Chandler5.6,Goldenfeld9.6 Flows, linearization, ‐expansion 7.6‐7.7 F5 Goldenfeld9.2‐9.4 Spring Break 2D superlattices, types of disorder 7.5.2 F10.2,10.3 Schick, TLE reviews Kosterlitz‐Thouless, roughening 6.6 F8.2‐8.3, pr obs 8.3,8.4 Kosterlitz papers Markov, Master eqn, birth‐death 8.1‐8.2 Kinetic phase trans., Fokker‐Planck 8.3,8.6,8.6.1 F9.1 vanKampen8 Langevin, Brownian F9.1 vanKampen8 1st passage, FP‐>Schro 7(not8.7.1‐2),8.8.2 Diffusion: tracer vs. chemical Gomer,Pathria Molecular dynamics 9.1 Monte Carlo‐Metropolis; random #s 9.2 6.6 7 Jarzynski relations (presented by C. Jarzynski!) KMC, QMC, simulated annealing 9.3,9.5 Linear response exact 12.1 Boltzmann 12.4 P3.4 8.3 Final 8‐10am → 1:30‐3:30pm (Rm. 1219) Bose condensation Superfluidity, 4He Localization Percolation Dynamics,spinodal decomp'n,linear stability 11.1 11.2 13.1 13.2 P7.6 P7.7 5.5 Stauffer

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