Periodic solutions of some Nonlinear Boundary Value Problems of ODE's: Periodic Boundary Value Problems for some Nonlinear Highe,Used

Periodic solutions of some Nonlinear Boundary Value Problems of ODE's: Periodic Boundary Value Problems for some Nonlinear Highe,Used

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SKU: DADAX3844317600
Brand: LAP Lambert Academic Publishing
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Existence of periodic solutions for higher order ordinary differential equations by the use of Leray Schauder fixedpoint technique depended mainly on the availability of suitable boundedness results. In some cases however, boundedness results were very difficult to establish because of the nature of the Lyapunov functions involved. In this thesis, existence results have been obtained using the Leray Schauder fixed point technique and the integrated equations for the more general equations of the form : ... x + f (x) + a1x? + a2x = p (t) x(4) + g ( ... x) + b1x + b2x? + b3x = p (t) x(5) + c1x(4) + h x, x? , x, ... x, x(4) ... x + c2x + c3x? + c4x = p (t) where f = f (x) , g = g ( ... x) , h = h

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