  We represent here the full description of all asymptotic regimes of
conductivity behavior in the so-called "Geometric Strong Magnetic Field limit"
in the 3D single crystal normal metals with topologically complicated Fermi
surfaces. In particular, new observable integer-valued characteristics of
conductivity of the topological origin were introduced by the present authors
few years ago; they are based on the Topological Resonance found by the present
authors and play the basic role in the total picture. Our investigation is
based on the study of dynamical systems on Fermi surfaces for the
semi-classical motion of electron in magnetic field realized by the Moscow
topological group.
