AbstractThe Peetre K-functionals and the generalized Riesz summability operators are introduced. The convergence and boundedness of the Riesz operators are discussed. The equivalent relationships of the Peetre K-functionals and the Riesz operators are established
AbstractIn this note we prove that the ball is a maximiser for integer order Schatten p-norms of the...
In [8], Bor has obtained a main theorem dealing with Riesz summability factors of infinite series an...
1972 / 1-2. szám Kertész A.: A new proof of litoff's theorem Myers, D. E.: Spaces of gen...
AbstractThe Peetre K-functionals and the generalized Riesz summability operators are introduced. The...
In this work, weinvestigate conditions for summability of the Fourier-Laplace series of integrable f...
AbstractIt is proved that the maximal operator of the two-parameter Riesz means with parameters α, β...
In this note we prove that the ball is a maximiser for integer order Schatten p-norms of the Riesz p...
AbstractThe degree of Lp-approximation for a class of positive convolution operators is investigated...
AbstractThe generalized Riesz means, which were introduced by Ditzian (Acta Math. Hungar. 75 (1997) ...
AbstractLet d be a given positive integer and let {Rj}j=1d denote the collection of Riesz transforms...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
Lipchitz class of function had been introduced by McFadden [8]. Recently dealing with degree of...
AbstractLet {Xn}∞0be the orthonormal system of Legendre polynomials on [−1, 1]. Forf∈C[−1, 1] letSn(...
In this paper, we establish the sharp maximal function estimates for the commutators associated with...
In this paper generalized Riesz methods (R, p, M) of summability are considered. We prove that, to e...
AbstractIn this note we prove that the ball is a maximiser for integer order Schatten p-norms of the...
In [8], Bor has obtained a main theorem dealing with Riesz summability factors of infinite series an...
1972 / 1-2. szám Kertész A.: A new proof of litoff's theorem Myers, D. E.: Spaces of gen...
AbstractThe Peetre K-functionals and the generalized Riesz summability operators are introduced. The...
In this work, weinvestigate conditions for summability of the Fourier-Laplace series of integrable f...
AbstractIt is proved that the maximal operator of the two-parameter Riesz means with parameters α, β...
In this note we prove that the ball is a maximiser for integer order Schatten p-norms of the Riesz p...
AbstractThe degree of Lp-approximation for a class of positive convolution operators is investigated...
AbstractThe generalized Riesz means, which were introduced by Ditzian (Acta Math. Hungar. 75 (1997) ...
AbstractLet d be a given positive integer and let {Rj}j=1d denote the collection of Riesz transforms...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
Lipchitz class of function had been introduced by McFadden [8]. Recently dealing with degree of...
AbstractLet {Xn}∞0be the orthonormal system of Legendre polynomials on [−1, 1]. Forf∈C[−1, 1] letSn(...
In this paper, we establish the sharp maximal function estimates for the commutators associated with...
In this paper generalized Riesz methods (R, p, M) of summability are considered. We prove that, to e...
AbstractIn this note we prove that the ball is a maximiser for integer order Schatten p-norms of the...
In [8], Bor has obtained a main theorem dealing with Riesz summability factors of infinite series an...
1972 / 1-2. szám Kertész A.: A new proof of litoff's theorem Myers, D. E.: Spaces of gen...
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