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Employing the chiral Unitary Ensemble of random matrices we calculate theprobability distribution of the local density of states for zero-dimensional("quantum chaotic") two-sublattice systems at the point of chiral symmetry E=0and in the presence of uniform absorption. The obtained result can be used tofind the distributions of the reflection coefficent and of the Wigner timedelay for such systems.Comment: 4 pages, 3 figure

physical review letters

Distribution of the Local Density of States, Reflection Coefficient, and Wigner Delay Time in Absorbing Ergodic Systems at the Point of Chiral Symmetry