Some further asymptotic properties of Fourier constants

Author:

Yung-Ming Chen

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference25 articles.

1. Boas, R. P., jr.: Integrability of trigonometric series. I. Duke Math. J.18, 787?793 (1951).

2. ?: Integrability of trigonometric series. III. Quart. J. Math. (Oxford) (2)3, 217?221 (1952).

3. Boas, R. P., jr.: Absolute convergence and integrability of trigonometric series. J. Rational Mechanics and Analysis5, 621?632 (1956).

4. Boas, R. P., jr.: Entire Functions, pp. 196?197. New York 1954.

5. Chen, Y. M.: On the integrability of functions defined by trigonometrical series. Math. Z.66, 9?12 (1956).

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1. Generalized Lipschitz classes and asymptotic behavior of Fourier series;Journal of Mathematical Analysis and Applications;1991-03

2. Integrability of power series;Proceedings of the American Mathematical Society;1985

3. Theorems of asymptotic approximation;Mathematische Annalen;1960-10

4. On a maximal theorem of Hardy and Littlewood and theorems concerning Fourier constants;Mathematische Zeitschrift;1958-12

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