Talk:Anderson localization and quantum chaos maps

Reply to Referee A

Nearly all corrections were accepted and Refs. [25-27] added. As a result of noise, diffusion is restored but not always the classical one. It depends on parameters.

Referee B:

This article nicely highlights the main aspects of quantum localization of dynamical chaos in simple maps. Remarks: it can be useful for a reader to say how the localization length depends on Planck constant \(\hbar\) (section 4). It is also known that this length depends on a parameter \( \tau\) so that the random phase approximation does not always work in an excellent way. Some notes on that will be useful for a reader.

Reply to referee B

Some discussion was added to Sect. 5, and Refs [16-19] were added.