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AN ASYMPTOTIC EXPANSION FORMULA OF KERNEL FUNCTION FOR QUASI FOURIER-LEGENDRE SERIES AND ITS APPLICATION
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作者 Zhang Peixuan (Shandong University, China) 《Analysis in Theory and Applications》 1997年第1期33-42,共10页
Is this paper we shall give cm asymptotic expansion formula of the kernel functim for the Quasi Faurier-Legendre series on an ellipse, whose error is 0(1/n2) and then applying it we shall sham an analogue of an exact ... Is this paper we shall give cm asymptotic expansion formula of the kernel functim for the Quasi Faurier-Legendre series on an ellipse, whose error is 0(1/n2) and then applying it we shall sham an analogue of an exact result in trigonometric series. 展开更多
关键词 AN asymptotic expansion formula OF KERNEL FUNCTION FOR QUASI FOURIER-LEGENDRE SERIES AND ITS APPLICATION Math ITS
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AN ASYMPTOTIC EXPANSION FORMULA FOR BERNSTEIN POLYNOMIALS ON A TRIANGLE 被引量:2
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作者 Zhang Renjiang (China Institute of Metrology, China) 《Analysis in Theory and Applications》 1998年第1期49-56,共0页
In this paper, an asymptotic expansion formula for approximation to a continuous function by Bernstein polymomials on a triangle is obtained.
关键词 AN asymptotic expansion formula FOR BERNSTEIN POLYNOMIALS ON A TRIANGLE 丽南
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