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We consider Kolmogorov's problem of stationary flows in a thin layer with a bottom friction. Using the Lyapunov-Schmidt theoryう weconstruct bifurcating solutions of this problem in the case where the linearized equations have simple eigenvalues. Compared with the previous paper [7] , where we did not take account of the bottom friction, we find some interesting properties of bifurcation curves.

Bifurcation of the Kolmogorov flow with an external friction