[1] Chang,K.W.and F.A.Howes,Nonlinear perturbation phenomena:Theory and application,Appl.Math.Sci.,Springer-Verlag,New York Inc,56(1984).
[2] O’Donnell,Mark,A.,Boundary and Corder layer behavior in singularly perturbed semilinear systems of boundary value problems,SIAM.J.Math.Anal.,15(1984),317-332.
[3] Howes,F.A.,Differential inequalities and applications to nonlinear singular perturbationproblems,J.Diff.Equ.,20(1976),133-149.
[4] Chang,K.W.,Diagonalization method for a vector boundary problem of singular perturbation type,J.Math.Anal.Appl.,48(1974),652-665.
[5] Howes,F.A.,Effective characterization of the asymptotic behavior of solution of singularly perturbed boundary value problem,SIAM J.Appl.Math.,30,2(1976).
[6] Howes,F.A.,Singularly perturbed semilinear Robin problem,Studies in Appl.Math.,67(1982) 125-139.
[7] Mo Jia-qi,The estimation of singularly perturbed solution for a second order quasilinear equation via differential inequalities,J.Math.Res.and Exposition,1(1986),58-64.
[8] O’Malley,R.E.Jr.,Singular perturbation of boundary value problem for linear ordinary differential equations involving two parameters,J.Math.Anal.Appl.,19(1967),291-308.
[9] O’Malley,R.E.Jr.,Boundary value problems for linear systems of ordinary differential equations involving many parameters,J.Math.Mech.,18(1969),835-856.
[10] O’Malley,R.E.Jr.On initial value problems for nonlinear systems of differential equations with two small parameters,Arch.Ration Mech.Anal.,40(1971),209-222.
[11] Nagumo,M.,Über die Differential gleichung y"=f(x,y,y)Proc.Phys.Soc.Japan,19(1937),861-866.
[12] Jackson,L.K.,Subfunctions and second-order ordinary differential inequalities,Advances in Math.,2(1968),307-363.
[13] Heidel,J.W.,A Second-order nonlinear boundary value problem,J.Math.Anal,and Appl.,48(1974),493-503. |
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