Decorrelation estimates for some continuous and discrete random   schr\"odinger operators in dimension one and applications to spectral   statistics
  The purpose of the present work is to establish decorrelation estimates at distinct energies for some random Schr\"odinger operator in dimension one. In particular, we establish the result for some random operators on the continuum with alloy-type potential. These results are used to give a description of the spectral statistics. 
Christopher Shirley (IMJ)
math-ph math.MP