Regions of existence and uniqueness for singular two-point boundary value problems

Regions of existence and uniqueness for singular two-point boundary value problems

Blog Article

A monotone iterative technique with lower and upper solutions is presented to identify the regions of Hot Cereal existence for the solutions of singular two-point boundary value problems without requiring the monotonicity conditions on f(x,y).Under an additional condition on f(x,y), uniqueness of the solution is also established.These existence and uniqueness results are constructive and complement the existing Bracing results.Four examples including some engineering problems are given to illustrate the applicability of the proposed approach.