Solving boundary value problems with parameters is challenging. Based on the homotopy analysis method, explicit formulas for the approximate solutions to a class of higher-order parametric boundary value problems are obtained. These explicit formulas give more insight into the solution structures of the given problems. The effectiveness of this approach is demonstrated by solving two specific parametric boundary value problems.
In this paper we consider the difference equation [formula], n=0, 1... with positive parameters a and c, negative parameter b and nonnegative initial conditions. We investigate the asymptotic behavior of solutions of equation (E).
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