THE STUDY OF THE ASYMPTOTIC BEHAVIOR OF SOLUTIONS OF SINGULARLY PERTURBED FIRST-ORDER EQUATIONS BY THE METHOD OF UNIFORM DESCENT (ASCENT)
In previous works of the author, it was proved that for singularly perturbed equations in the region of variation of the argument boundary layer lines arise. These lines can be considered as a specific property of such equations. This article investigates the asymptotic behavior of solutions of singularly perturbed ordinary first-order differential equations with analytic functions using the uniform descent (ascent) method. The article deals with the study of the asymptotic behavior of solutions of singularly perturbed first-order equations by the method of uniform descent (ascent).