| (1) Lin Zong-chi, Singular perturbation of general boundary value problem for higher order elliptic equation containing two-parameter, Applied Mathematics and Mechanics, Vol.3, No.5 (1982), pp. 697-708.
(2) Vishik, M.I. and L. A. Lyusternik, Regular degeneration and boundary layer for linear differential equation with small parameter, Uspeki Mat. Nack, 12(1957), pp.3-122, English transl., Amer, Math. Soc. Transl. (2), 20(1962), pp.239-264.
(3) Lin Zong-chi, Perturbation of solution and perturbation and of eigenvalues and eigenfunction of second-order elliptic equations under perturbation of the boundary, (in Russian), Dokl. Akad. Nauk. SSSR, 157(1964), 784-787, Mathematical Reviews USA. Vol. 29, No.5, (1965), 4976.
(4) Zheng Yong-shu, Singular perturbation of first boundary value problem for higher order elliptic equation (Ⅱ), Applied Mathematics and Mechanics, Vol.2, No.5, (1981), pp.613-624.
(5) Besjes, J.G., Singular perturbation problems for linear elliptic differential operators of arbitrary order, J. Math. Annal. and Appl., 49(1975), pp.24-46.
(6) Lin Zong-chi, Singular perturbation of fourth-order elliptic equations under general boundary condition, (in Chinese), Journal of Fujian Normal University, (Edition on Natural Science) 1(1980), 1-8. (in Chinese).
(7) Lin Zong-chi, Singular perturbation of higher-order elliptic equations under general boundary condition, (in Chinese), Journal of Fujian Normal University,(Edition on Natural Science) 2(1980), 1012. (in Chinese).
(8) Timoshenko, S. and S. Woinowsky-kriger, Theory of Plates and Shells, 2nd ed. N. Y. McGraw-Hill,(1959).
(9) Lions, J.L. and E. Magenes, Non-Homogeneous Boundary Value Problem and Applications, Springer-Verlag, New York, Heideberg Berlin, (1972).
(10) Lin Zong-chi, Asymptotic of solution of higher-order elliptic equations in the case of boundary perturbation combined with operator perturbation (Part 1), Journal of Fujian Normal University, (Edition on Natural Science), 2(1979),1-15. (in Chinese).
(11) Jiang Fu-ru Journal of Fudan University (Edition on Natural Science), 2(1978), pp.29-37. (in Chinese) |
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