  The light-cone wave function of the nucleon is calculated in the limit
  N_c -> infinity in the quark-soliton model inspired by the theory of the
instanton vacuum of QCD. The technique of the finite time evolution operator is
used in order to derive expressions for all components of the Fock vector
describing the nucleon in the infinite momentum frame. It is shown that nucleon
wave function for large N_c can be expressed in terms of the wave function of
the discrete level in the self-consistent meson field and light cone wave
functions of 1,2, etc mesons. The 3-quark components of the nucleon and
Delta-resonance are estimated. Wave function of the nucleon appears to be
positive in the whole region of x and it has rather small asymmetry. It differs
strongly both from Chernyak-Zhitnitsky wave function and the asymptotic one.
Large momentum transfer asymptotic of the electromagnetic and axial form
factors is discussed.
