论文信息 - An inequality of the Hölder type, connected with Stieltjes integration - 字舞流文

An inequality of the Hölder type, connected with Stieltjes integration

L. C. Young | L. Young

[1] B. Kuttner. A Theorem on Trigonometric Series , 1935 .

[2] G. Chang,et al. Over and Over Again: Arithmetic and Geometric Means , 1997 .

[3] J. Littlewood,et al. A convergence criterion for Fourier series , 1928 .

[4] Norbert Wiener,et al. The Quadratic Variation of a Function and its Fourier Coefficients , 1924 .

[5] A. Besikovitch. Sur la nature des fonctions à carré sommable et des ensembles mesurables , 1923 .

[6] E. Kogbetliantz. Analogie entre les séries sphériques au point de vue de leur sommabilité par les moyennes arithmétiques , 1923 .

[7] G. Hardy. Weierstrass’s non-differentiable function , 1916 .