On the Convergence and Summability of N-Dimensional Fourier Series with Respect to the Walsh–Paley Systems in the Spaces L^P([0, 1]^N), p ∈ [1, + ∞]

Articles in the same Issue

1. On Fourier Coefficients of Functions of Generalized Wiener Class
2. Asymptotic Distribution of Eigenelements of the Basic Two-Dimensional Boundary-Contact Problems of Oscillation in Classical and Couple-Stress Theories of Elasticity
3. New Proofs of Two-Weight Norm Inequalities for the Maximal Operator
4. Convergent Rearrangements of Series of Vector-Valued Functions
5. On the Convergence and Summability of N-Dimensional Fourier Series with Respect to the Walsh–Paley Systems in the Spaces L^P([0, 1]^N), p ∈ [1, + ∞]
6. A Direct Boundary Integral Method for a Mobility Problem
7. Unconditional Convergence of Random Series and the Geometry of Banach Spaces
8. Quasi-Linearisation Methods for a Non-Linear Heat Equation with Functional Dependence
9. On State Space Representations of AR-Models
10. On a Nonlocal Boundary Value Problem for Second Order Nonlinear Singular Differential Equations
11. On the Ito formula in a Banach Space
12. On the Rearranged Block-Orthonormal Systems
13. Classification of Singularities at Infinity of Polynomials of Degree 4 in Two Variables
14. Qualitative Investigation of Two-Dimensional Chua's System