An automatic continuation strategy for the solution of singularly perturbed linear two-point boundary value problems
A linear two-point boundary value problem for singularly perturbed differential equations \(\varepsilon u^{(m)} = \sum^{m - 1}_{i = 0} c_i(x)u^{(i)} + q(x)\), \(a \leq x \leq b\) is studied. An automatic algorithm is obtained. It is based on the error estimates given in the codes COLSYS and HAGRON and it is incorporated into them.
scientific article; zbMATH DE number 851736