Fixed Point Method for Nonlinear Singular (n＋1) -th Order Boundary Value Problems

Li Zhao-xing

Fixed Point Method for Nonlinear Singular (n＋1) -th Order Boundary Value Problems

1999

Li Zhao-xing

The fixed point method is used to prove the existence of the two-point boundaryvalue problem of nonlinear singular (n＋1)-th order differential equation.

Keywords:

Fixed point
Singular solution
Mathematical optimization
Equilibrium point
Boundary value problem
Singular point of a curve
Mathematical analysis
Fixed-point iteration
Initial value problem
Fixed-point property
Mathematics
Fixed-point theorem
Schauder fixed point theorem

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