About use additional quantum number in resonance groups method

The possibility of expansion of resonance groups method representations with helps of introduction to consideration of analogue of atomic main quantum number is discussed. It is based on restriction of this number values by bottom border n = 1. It is assumed, that this restriction is reason of total Hilbert space stratification on series of layers with individual basic sets of wave functions. Thus each layer is correspondent by set of main quantum number values, beginning with unitary border, however this bottom border for different layers corresponds distinguished space representation. Due to this arises possibility of introduction to consideration of several main numbers. The resonance formation in such model is treated as the completion of resonant condition (for example, equality of geometrical forms of different layers)