On interpolation. III. Interpolatory theory of polynomials

[1] BERNSTEIN S, J MATH, P127

[2] On interpolation II On the distribution of the fundamental points of Lagrange and Hermite interpolation [J]. ANNALS OF MATHEMATICS, 1938, 39 : 703 - 724

[3] On interpolation I Quadrature- and mean-convergence in the Lagrange-interpolation [J]. ANNALS OF MATHEMATICS, 1937, 38 : 142 - 155

[4] Fejer L., 1933, MATH Z, V37, P287, DOI DOI 10.1007/BF01474575

[5] FEJER L, 1932, MATH ANN, P1

[6] FEJER L, 1915, INTERPOLATIOROL

[7] KALMAR L, 1927, MATH FIZIKAI LAPOK, P120

[8] POLYA G, 1933, MATH Z, P264

[9] REMES E, 1936, COMMUNICATIONS I SCI, P93

[10] RIESZ M, 1915, JB DTSCH MATH, P354

[1] BERNSTEIN S, J MATH, P127

[2] On interpolation II On the distribution of the fundamental points of Lagrange and Hermite interpolation [J]. ANNALS OF MATHEMATICS, 1938, 39 : 703 - 724

[3] On interpolation I Quadrature- and mean-convergence in the Lagrange-interpolation [J]. ANNALS OF MATHEMATICS, 1937, 38 : 142 - 155

[4] Fejer L., 1933, MATH Z, V37, P287, DOI DOI 10.1007/BF01474575

[5] FEJER L, 1932, MATH ANN, P1

[6] FEJER L, 1915, INTERPOLATIOROL

[7] KALMAR L, 1927, MATH FIZIKAI LAPOK, P120

[8] POLYA G, 1933, MATH Z, P264

[9] REMES E, 1936, COMMUNICATIONS I SCI, P93

[10] RIESZ M, 1915, JB DTSCH MATH, P354