Add to ORKGAbstract. The two-dimensional (Nörlund) logarithmic means of the Fourier series of the integrable function f is: 1 lnlm n−1∑ i=1 m−1∑ j=1 Si,j(f) (n − i)(m − j) , where ln:= n−1∑ k=
We prove that there exists a martingale f is an element of H-p such that the subsequence {L(2n)f} of...
We prove that there exists a martingale f is an element of H-p such that the subsequence {L(2n)f} of...
summary:For real functions of bounded variation in the Hardy sense, $2\pi$-periodic in each variable...
Abstract. The (Nörlund) logarithmic means of the Fourier series of the integrable function f is: 1 l...
Abstract. We discuss some convergence and divergence properties of two-dimensional (Nörlund) logari...
Abstract. The two-dimensional (Nörlund) logarithmic means of the Fourier series of the integrable fu...
Abstract. In this paper we prove that the maximal operator of the subse-quence of logarithmic means ...
AbstractLet |n| be the lower integer part of the binary logarithm of the positive integer n and α:N2...
Abstract. The main aim of this paper is to prove that the logarithmic means of the double Walsh–Four...
AbstractThe main aim of this paper is to prove that the logarithmic means of quadratical partial sum...
AbstractThe aim of this paper is to prove the a.e. convergence of sequences of the Fejér means of th...
On the uniform convergence and $L$-convergence of double Fourier series with respect to the Walsh-Ka...
This Dissertation talks about convergence of Cesáro means with variable parameters for Walsh-Fourier...
AbstractThe aim of this paper is to prove some a.e. convergence results of Fejér and logarithmic mea...
Abstract. The main aim of this paper is to prove that the maximal operator of a subsequence of the (...
We prove that there exists a martingale f is an element of H-p such that the subsequence {L(2n)f} of...
We prove that there exists a martingale f is an element of H-p such that the subsequence {L(2n)f} of...
summary:For real functions of bounded variation in the Hardy sense, $2\pi$-periodic in each variable...
Abstract. The (Nörlund) logarithmic means of the Fourier series of the integrable function f is: 1 l...
Abstract. We discuss some convergence and divergence properties of two-dimensional (Nörlund) logari...
Abstract. The two-dimensional (Nörlund) logarithmic means of the Fourier series of the integrable fu...
Abstract. In this paper we prove that the maximal operator of the subse-quence of logarithmic means ...
AbstractLet |n| be the lower integer part of the binary logarithm of the positive integer n and α:N2...
Abstract. The main aim of this paper is to prove that the logarithmic means of the double Walsh–Four...
AbstractThe main aim of this paper is to prove that the logarithmic means of quadratical partial sum...
AbstractThe aim of this paper is to prove the a.e. convergence of sequences of the Fejér means of th...
On the uniform convergence and $L$-convergence of double Fourier series with respect to the Walsh-Ka...
This Dissertation talks about convergence of Cesáro means with variable parameters for Walsh-Fourier...
AbstractThe aim of this paper is to prove some a.e. convergence results of Fejér and logarithmic mea...
Abstract. The main aim of this paper is to prove that the maximal operator of a subsequence of the (...
We prove that there exists a martingale f is an element of H-p such that the subsequence {L(2n)f} of...
We prove that there exists a martingale f is an element of H-p such that the subsequence {L(2n)f} of...
summary:For real functions of bounded variation in the Hardy sense, $2\pi$-periodic in each variable...