The Finite Element Scheme for Ordinary Differential Equation with Small Parameter

Wu Qi-guang

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Wu Qi-guang. The Finite Element Scheme for Ordinary Differential Equation with Small Parameter[J]. Applied Mathematics and Mechanics, 1982, 3(6): 733-736.

Citation:

Wu Qi-guang. The Finite Element Scheme for Ordinary Differential Equation with Small Parameter[J]. Applied Mathematics and Mechanics, 1982, 3(6): 733-736.

Citation:

Wu Qi-guang. The Finite Element Scheme for Ordinary Differential Equation with Small Parameter[J]. Applied Mathematics and Mechanics, 1982, 3(6): 733-736.

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The Finite Element Scheme for Ordinary Differential Equation with Small Parameter

Wu Qi-guang

Nanjing University, Nanjing

Received Date: 1982-02-10
Publish Date: 1982-12-15

Abstract

Abstract

In this short paper the author has constructed a speical finite element scheme and investigated the convergence of this scheme.

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References(3)

References

[1]	Il'in,A.M.,Difference scheme for a differential equation with a small parameter affecting the highest derivative,Math.Notes,6(1969),596-602.
[2]	Miller,John J.H.,Construction of a FEM for a singularly perturbed problem in two dimensions,International Series of Numerical Mathematics,Vol.31(1976),165-169.
[3]	Su Yu-Cheng and Wu Chi-kuang,The difference methods for the solution of singular-perturbation for the elliptic-parabolic differential equation,Applied Mathematics and Mechanics(English Edition),Vol.1,No.2.Dec.(1980),175-185.