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Fine spectra of the discrete generalized Cesàro operator on Banach sequence spaces
Sawano Y., El-Shabrawy S.R.
This paper concerns the spectrum and the fine spectrum of the discrete generalized Cesàro operator
Bohr–Rogosinski phenomenon for analytic functions and Cesáro operators
Kayumov I.R., Khammatova D.M., Ponnusamy S.
setting. In addition we discuss and derive Bohr-Rogosinski's radii for Cesáro operators on the space
On the Bohr inequality for the Cesáro operator
Kayumov I.R., Khammatova D.M., Ponnusamy S.
an analog of Bohr's results for the Cesáro operator acting on the space of holomorphic functions defined
Correction to: Fine spectra of the discrete generalized Cesàro operator on Banach sequence spaces (Monatshefte für Mathematik, (2020), 10.1007/s00605-020-01376-w)
Sawano Y., El-Shabrawy S.R.
Correction to: Fine spectra of the discrete generalized Cesàro operator on Banach sequence spaces
Cesaro sequences and Cesaro hereditary automata
Melnikov S.Y., Samouylov K.E.
We consider a class of so-called cesaro sequences over a finite alphabet, which possess
Cesaro-heredity property in the shift register family
Melnikov S.Y., Samouylov K.E.
shift registers, shift registers with internal XOR. We study the cesaro-heredity property of automata
On existence conditions for sequences uniformly distributed with respect to Voronoi's methods
Kalyabin G.A.
of ones, the methods of Voronoi and Riesz coincide with the classical methods of Cesaro's arithmetic means
A mean convergence theorem and weak law for arrays of random elements in martingale type p Banach spaces
Adler A., Rosalsky A., Volodin A.
is proved under a Cesàro type condition which is weaker than Cesàro uniform integrability. The sharpness
Hardy-type theorems on Fourier transforms revised
Dyachenko M., Nursultanov E., Tikhonov S.
Hardy and Hardy–Cesàro averages
A mean convergence theorem and weak law for arrays of random elements in martingale type p Banach spaces
Adler A., Rosalsky A., Volodin A.
is proved under a Cesàro type condition which is weaker than Cesàro uniform integrability. The sharpness

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