ANALYTICAL RESULTS FROM THE TWO-STATES MARKOVV-STATES MODEL AND APPLICATIONS TO VALIDATION OF MOLECULAR DYNAMICS

The two-states Markovv-states-model of molecular dynamics is newly analytically studied. The total reward of the path integral of the reaction within a crisp Markovv landscape is proven to be expressed as a Laplace integral (kernel) after the opportune Radon measure. The evolution of the eigenvalues is newly exactly analytical calculated; the corresponding relative error is newly analytically calculated. The problem of an m-states model is established within this framework