@article{Goginava_Nagy_2024, title={Almost everywhere convergence of two-dimensional Walsh-Nörlund means}, volume={16}, url={https://journals.pnu.edu.ua/index.php/cmp/article/view/5974}, DOI={10.15330/cmp.16.1.290-302}, abstractNote={<p>The present paper the almost everywhere convergence of two-dimensional Walsh-Nörlund means is studied, when the given function belongs to the hybrid Hardy space $H_{
atural}$. Because the Nörlund means are a generalization of several known classical summability methods, previously known classical theorems are derived from the main theorem. In addition some new results follow in particular cases as well.</p>}, number={1}, journal={Carpathian Mathematical Publications}, author={Goginava, U. and Nagy, K.}, year={2024}, month={Jun.}, pages={290–302} }