Exploring Landscape, renormgroup quantization

In this paper the Landscape potential is considered as an environment for system: trajectory-environment (TE). The trajectory is generating a measure on the landscape. The entropy of this dynamic measure is a power factor for trajectory. This dynamics leads to a memory appearance and produces a non-singular measure practically independently from initial conditions. It is shown that measure is dual to the metrics and its evolution may be considered as the landscape deformations: production-destruction of attractors-vacua. It seems like the renormalization process with phase transitions: renormgroup quantization. It is shown what the entropy of this global landscape measure acts on the trajectory alike a dark energy.