@article{Santiago Ayala_2022, title={Existence of solution of a distributional problem for a generalized Schrödinger equation}, volume={9}, url={https://revistas.unitru.edu.pe/index.php/SSMM/article/view/4390}, DOI={10.17268/sel.mat.2022.01.07}, abstractNote={<p>In this article, we prove the existence and uniqueness of the solution of the homogeneous generalized Schrödinger equation of order m in the periodic distributional space P0, where m is an even number not a multiple of four. Furthermore, we prove that the solution depends continuously respect to the initial data in P0. Introducing a family of weakly continuous operators, we prove that this family is a group in P0. Then, with this family of operators, we get a fine version of the existence and dependency continuous theorem obtained.</p>
<p>Finally, we give the conclusions and remarks derived from this study.</p>}, number={01}, journal={Selecciones Matemáticas}, author={Santiago Ayala, Yolanda}, year={2022}, month={Jul.}, pages={91 - 101} }