Symmetry breaking between statistically equivalent, independent channels in a few-channel chaotic scattering

C. Mejia-Monasterio, G. Oshanin, G. Schehr

We study the distribution function $P(\omega )$ of the random variable $\omega ={\tau }_1/({\tau }_1+...+{\tau }_N)$, where ${\tau }_k$'s are the partial Wigner delay times for chaotic scattering in a disordered…