On interpolation I Quadrature- and mean-convergence in the Lagrange-interpolation

[1] BANACHSTEINHAUS, 1927, PRINCIPE CONDENSATIO

[2] BERNSTEIN, 1931, B ACAD SCI URSS SERI, P1025

[3] Faber G., 1914, JAHRESBER DTSCH MATH, V23, P190

[4] The evaluation of a polynomial in an interval when limits for its value and the first derivation value for an individual point of the the interval are given, and its application to the convergence question of Hermites Interpolation Series. [J]. MATHEMATISCHE ZEITSCHRIFT, 1930, 32 : 426 - 457

[5] FEJER L, 1932, ANN SCULOA NORMALE 2, V1

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

[7] Fejer L., 1916, GOTTINGER NACHRICHTE, P66

[8] Hahn H, 1918, MATH Z, V1, P115

[9] POLYA G, 1933, MATH Z, V37, P267

[10] STIELTJES, OEUVRES, V1, P377

[1] BANACHSTEINHAUS, 1927, PRINCIPE CONDENSATIO

[2] BERNSTEIN, 1931, B ACAD SCI URSS SERI, P1025

[3] Faber G., 1914, JAHRESBER DTSCH MATH, V23, P190

[4] The evaluation of a polynomial in an interval when limits for its value and the first derivation value for an individual point of the the interval are given, and its application to the convergence question of Hermites Interpolation Series. [J]. MATHEMATISCHE ZEITSCHRIFT, 1930, 32 : 426 - 457

[5] FEJER L, 1932, ANN SCULOA NORMALE 2, V1

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

[7] Fejer L., 1916, GOTTINGER NACHRICHTE, P66

[8] Hahn H, 1918, MATH Z, V1, P115

[9] POLYA G, 1933, MATH Z, V37, P267

[10] STIELTJES, OEUVRES, V1, P377