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Accepting validity of self-consistent theory of localization by Vollhardt andWoelfle, we derive the relations of finite-size scaling for differentparameters characterizing the level statistics. The obtained results arecompared with the extensive numerical material for space dimensions d=2,3,4. Onthe level of raw data, the results of numerical experiments are compatible withthe self-consistent theory, while the opposite statements of the originalpapers are related with ambiguity of interpretation and existence of smallparameters of the Ginzburg number type.

Scaling for level statistics from self-consistent theory of localization