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[771]
Investigation of the Wilson remainders in the interval 3≦$p$<50,000
Carl-Erik Fröberg
Department of Numerical Analysis, Lund University
TBD
mathscidoc:1701.332183
Arkiv for Matematik, 4, (6), 479-499, 1963.1
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The Wilson remainders for all primes less than 50,000 have been computed and tabulated. The distribution of the remainders divided by the corresponding primes has also been examined.
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[772]
Cocycles and spectra
Henry Helson
Department of Mathematics, University of California
William Parry
Department of Mathematics, University of Warwick
TBD
mathscidoc:1701.332483
Arkiv for Matematik, 16, (1), 195-206, 1977.7
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[773]
Zur theorie der fast periodischen funktionen
Harald Bohr
Kopenhagen
TBD
mathscidoc:1701.33627
Acta Mathematica, 45, (1), 29-127, 1925.7
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[774]
Lipschitz approximations to summable functions
J. H. Michael
University of Adelaide, Australia
TBD
mathscidoc:1701.331262
Acta Mathematica, 111, (1), 73-95, 1962.11
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1
Almgren F J, Lieb E H. THE (NON)CONTINUITY OF SYMMETRIC DECREASING REARRANGEMENT[C]., 1990: 483-496.
2
Murray M K, Parrott D. James Henry Michael 1920–2001[J]. Historical Records of Australian Science, 2014, 25(1): 84-91.
3
P G Howlett. The effect of smoothness on variation. 1974.
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[775]
An inequality of Paley and convergence a.e. of Walsh-Fourier series
Per Sjölin
Department of Mathematics, University of Uppsala
TBD
mathscidoc:1701.332300
Arkiv for Matematik, 7, (6), 551-570, 1969.1
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