On the strong lacunary convergence and strong Cesàro summability of sequences of real-valued functions.
On the strong summability and approximation of Fourier series
On the strong-Riesz mean-value theorem.
On the Summability of Subsequences
On the Tauberian constant in the Ikehara theorem
On the Taylor coefficients of the composition of two analytic functions.
On the uniform convergence of weighted trigonometric series
In the present paper we consider a new class of sequences called GM(β,r), which is the generalization of a class defined by Tikhonov in [15]. We obtain sufficient and necessary conditions for uniform convergence of weighted trigonometric series with (β,r)-general monotone coefficients.
On the value of a distribution at a point
On the weak Borel property of methods of summation
On the weight matrices of linear difference equations
On Three Problems For Sequences.
On Toeplitz sections in FK-spaces
On Tornheim's double series
On totally non-commutative convergence groupoids
On transfinite sequences of B-measurable functions
On translativity of absolute Rogosinski-Bernstein summability methods.
On two summability methods
On two-scale convergence and related sequential compactness topics
A general concept of two-scale convergence is introduced and two-scale compactness theorems are stated and proved for some classes of sequences of bounded functions in involving no periodicity assumptions. Further, the relation to the classical notion of compensated compactness and the recent concepts of two-scale compensated compactness and unfolding is discussed and a defect measure for two-scale convergence is introduced.
On uniform approximation of bounded approximately continuous functions by differences of lower semicontinuous and approximately continuous ones
On Valiron and Circle Convergence.