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J. Walsh
A Closed Set of Normal Orthogonal FunctionsAmerican Journal of Mathematics, 45
On the universal and strong property related to Fourier-Walsh series // Banach Journal of Math
(2018)
О структуре функций,универсальных для классов L[0
(1991)
Smoothness of the universal Marcinkiewicz functions and universal trigonometric series
(1929)
Démonstration d’un théoréme élémentaire sur les fonctions entiéres
(2018)
Sargsyan,The structure of universal functions for L(0, 1)-spaces, 0 < p < 1,Sbornik
DE Menshov (1964)
272Sb. Math., 65
Г . О структуре функций , универсальных относительно классиче - ских систем / / 10 - й международ . симпозиум « Ряды фурье и их приложения »
M. Grigoryan, L. Galoyan (2019)
On Fourier series that are universal modulo signsStudia Mathematica
VG Krotov (1991)
26Izv. Univ. Mat., 8
C. Watari (1964)
MEAN CONVERGENCE OF WALSH FOURIER SERIESTohoku Mathematical Journal, 16
A. Kolmogoroff
Sur les fonctions harmoniques conjuguées et les séries de FourierFundamenta Mathematicae, 7
VI Ivanov (1990)
37Proc. Steklov Inst. Math., 189
J. Marcinkiewicz (1935)
Sur les nombres dérivésFundamenta Mathematicae, 24
M. Grigoryan, A. Sargsyan (2018)
On structure of functions, being universal for classes [IMG align=ABSMIDDLE alt=$ L^p$]tex_sm_4699_img1[/IMG], [IMG align=ABSMIDDLE alt=$ p\in(0,1)$]tex_sm_4699_img2[/IMG]Sbornik Mathematics, 209
MG Grigorian (2002)
16J. Contemp. Math. Anal., 37
G. Maclane (1952)
Sequences of derivatives and normal familiesJournal d’Analyse Mathématique, 2
KG Grosse-Erdmann (1987)
1Mitt. Math. Semin. Giessen, 176
M. Grigoryan, A. Sargsyan (2016)
On the universal function for the class Lp[0,1], p ∈ (0,1)Journal of Functional Analysis, 270
G. Gevorkyan, K. Navasardyan (1999)
On Walsh series with monotone coefficientsIzvestiya: Mathematics, 63
K. Grosse-Erdmann (1987)
Holomorphe Monster und universelle Funktionen
V. Krotov (1977)
REPRESENTATION OF MEASURABLE FUNCTIONS BY SERIES IN THE FABER-SCHAUDER SYSTEM, AND UNIVERSAL SERIESMathematics of The Ussr-izvestiya, 11
(2002)
On orthogonal series universal in L p ½0; 1; p [ 0
P. Ul'yanov (1972)
REPRESENTATION OF FUNCTIONS BY SERIES AND CLASSES ϕ(L)Russian Mathematical Surveys, 27
GD Birkhoff (1929)
473C. R. Acad. Sci. Paris, 189
R. Paley (1932)
A Remarkable Series of Orthogonal Functions (I)Proceedings of The London Mathematical Society
AH Kolmogorov (1925)
23FM, 7
Г . , Саргсян А . А . О структуре функций , универсальных для клас - сов L p [ 0 , 1 ] , p ∈ ( 0 , 1 ) / / Матем . сб . 2018
M. Grigoryan, L. Galoyan (2018)
On the universal functionsJ. Approx. Theory, 225
AA Talalian (1960)
567Izv. Akad. Nauk SSSR Ser. Mat., 24
M. Grigorian (1999)
On the representation of functions by orthogonal series in weighted $L^p$ spacesStudia Mathematica, 134
(1960)
On the universal series with respect to rearrangements
In present paper, an integrable function is constructed, which is universal for the class of Lebesgue measurable functions, with almost everywhere convergence, with respect to the trigonometric system in the quasi-usual sense.
Advances in Operator Theory – Springer Journals
Published: Sep 6, 2020
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