REDUCTIONS OF A STEADY-STATE LAMINAR BOUNDARY LAYER EQUATION
Early for the Boussinesq equation were obtained all kinds of reduction. It was also shown that there are reductions other than reductions obtained using symmetries. Further reductions were found all of the Burgers equation Korteweg-de Vries equation and the modified Korteweg-de Vries. We consider equation of plane steady-state laminar boundary layer. All reductions of the solutions of this equation to the solutions of ordinary differential equation are obtained. The fact that there are reductions that cannot be obtained using the symmetry methods has been shown.