2 problems

Let a mixing dynamical system have Liouville operator $\hat L$, let a regularization produce a regularized Liouvillian operator with discrete eigenvalues, and let the Ruelle resona…

Let $M$ be the phase space of a mixing dynamical system, let $\hat L$ be its Liouville operator, and for $\xi,\varphi\in C^\infty(M)$ define the resolvent correlation function…