| [1] A.J. Desanti, Botindary and interior layer behavior of solutions of singularly perturbed semilinear elliptic boundary value problems, J. Math. Pures at Appl., 65, 3 (1986), 227-262.
[2] F. A. Howes, Perturbed boundary value problems.whose reduced solutions are nonsmooth, Indiana Univ. Math. J.,80, 2 (1981), 267-280.
[3] F. A: Howes, Some models of shock-boundary layer interactions, J. Math. Anal. Appl., 138(l989);199-208.
[4] Jiang,Fu-ru and Gao Ru-xi, Singular perturbation problems.for a class of elliptic equafions of second order as degenerated operator has singular points, Chin.Ann of Math.,1,3/4(1980),387-397.
[5] Lin Zhong-chi, Singular pertrubation of boundary value problem of a third order partial differential equations with the limit equation is degenerat elliptic equation,Acta Mathematica Sinica,35,(1992),257-261.
[6] Mo Jia-qi,Singular perturbation of Dirichlet problems for a class of semilinear elliptic eauation.Acta Mathematica Sinica,7,4(1987),395-401.
[7] Zhang Xiang,Singular perturbation of Robin problems for a class of quasilinear elliptic equation, Acta Mathematica Scientia, 11,2(1991),198-204.
[8] W.G.Kelley,Existence and uniqueness of solutions for vector proomms containing small parameters,J.Math.Anal.Appl.,181(1988),295-312.
[9] Zhang Xiang,Boundary and interior layer behavior for singularly perturbed vector problems,Appl.Math.and Mech.,11,11(1990),1067-1074.
[10] Zhang Xiang,Singular perturbation for nonlinear vector problems with turning points,Mathernatica Applicata,4,3(1991),56-62.
[11] G.S.Ladde,.V.Lakshmikantham and A.S. Vatsala,Existence of eoupled quasi-solutions of systems of nonlinear elliptic boundary vaalue problems,.Nonlinear Analysis,85,(1984),501-515.
[12] K.Schmitt,Boundary value problems for quasilinear second order elliptic equations, Indians Univ.Math.J.,21(1972);979-1000. |
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