Universal fluctuations of zeros of chaotic wavefunctions
Leboeuf, P., Shukla, P. Journal of Physics A: Math. Gen. 29 (1996) 4827-4835
Universal fluctuations of zeros of chaotic wavefunctions Lire la suite »
Leboeuf, P., Shukla, P. Journal of Physics A: Math. Gen. 29 (1996) 4827-4835
Universal fluctuations of zeros of chaotic wavefunctions Lire la suite »
Mendez, R.A., Valladares, A., Flores, J., Seligman, T.H., Bohigas, O. Physica A 232 (1996) 554-562
Universal fluctuations of quasi-optimal paths of the travelling salesman problem Lire la suite »
Khokhlov, A., Nechaev, S. Journal de Physique II6 (1996) 1547-1555
Nechaev, S., Grosberg, A.Yu. Mathematical methods in contemporary chemistry Gordon & Breach, (1996)
Topological problems in statistical physics of polymers Lire la suite »
F. Leyvraz 1, D. Ullmo 1, 2 Journal of Physics A 29 (1996) 2529-2551 A compound tunneling mechanism from one integrable region to another mediated by a delocalized state in an intermediate chaotic region of phase space was recently introduced to explain peculiar features of tunneling in certain two-dimensional systems. This mechanism is known as chaos-assisted tunneling. We study its
The Level Splitting Distribution in Chaos-assisted Tunneling Lire la suite »
Richter, K., Ullmo, D., Jalabert, R.A. Physics Review B 54 (1996) R5219-R5223
Smooth-disorder in ballistic microstructures Lire la suite »
C. Monthus 1, G. Oshanin 2, A. Comtet 2, 3, S. F. Burlatsky 4 Physical Review E: Statistical, Nonlinear, and Soft Matter Physics 54 (1996) 231 We study the sample-size dependence of the ground-state energy in a one-dimensional localization problem, based on a supersymmetric quantum mechanical Hamiltonian with random Gaussian potential. We determine, in the form of bounds, the precise form of this dependence
Nechaev, S., Grosberg A., Yu, Vershik, A.M. Journal of Physics A : Math. Gen. 29 (1996) 2411-2433
Random walks on braid groups Lire la suite »
Cecile Monthus 1, Chistophe Texier 2 Journal of Physics A 29 (1996) 2399-2409 We give the exact solution to the problem of a random walk on the Bethe lattice through a mapping on an asymmetric random walk on the half-line. We also study the continuous limit of this model, and discuss in detail the relation between the random walk
Random walk on Bethe lattice and hyperbolic geometry Lire la suite »
Bogomolny, E.B., Keating, J.P. Nonlinearity 9 (1996) 911-935
Random matrix theory and the Riemann zeros ii: n-point correlations Lire la suite »