QUADRATIC DISCREPANCY OF THE VANDERCORPUT-SEQUENCE AND ITS SYMMETRY

[1] BEJIAN R, 1977, CR ACAD SCI A MATH, V285, P313

[2] FAURE H, 1981, B SOC MATH FR, V109, P143

[3] ON A SEQUENCE OF POINTS OF INTEREST FOR NUMERICAL QUADRATURE [J]. JOURNAL OF RESEARCH OF THE NATIONAL BUREAU OF STANDARDS SECTION B-MATHEMATICAL SCIENCES, 1966, B 70 (02): : 127 - +

[4] Niederreiter H., 1973, DIOPHANTINE APPROXIM, P129

[5] PROINOV PD, 1987, DOKL BOLG AKAD NAUK, V40, P5

[6] PROINOV PD, 1986, DOKL BOLG AKAD NAUK, V39, P31

[7] PROINOV PD, 1983, DOKL BOLG AKAD NAUK, V36, P37

[8] PROINOV PD, 1985, SERDICA BULG MATH PU, V11, P3

[9] Roth KF., 1954, MATHEMATIKA, V1, P73, DOI [10.1112/S0025579300000541, DOI 10.1112/S0025579300000541]

[1] BEJIAN R, 1977, CR ACAD SCI A MATH, V285, P313

[2] FAURE H, 1981, B SOC MATH FR, V109, P143

[3] ON A SEQUENCE OF POINTS OF INTEREST FOR NUMERICAL QUADRATURE [J]. JOURNAL OF RESEARCH OF THE NATIONAL BUREAU OF STANDARDS SECTION B-MATHEMATICAL SCIENCES, 1966, B 70 (02): : 127 - +

[4] Niederreiter H., 1973, DIOPHANTINE APPROXIM, P129

[5] PROINOV PD, 1987, DOKL BOLG AKAD NAUK, V40, P5

[6] PROINOV PD, 1986, DOKL BOLG AKAD NAUK, V39, P31

[7] PROINOV PD, 1983, DOKL BOLG AKAD NAUK, V36, P37

[8] PROINOV PD, 1985, SERDICA BULG MATH PU, V11, P3

[9] Roth KF., 1954, MATHEMATIKA, V1, P73, DOI [10.1112/S0025579300000541, DOI 10.1112/S0025579300000541]