@article{Yuldashev_2016, place={Yerevan, Armenia}, title={NONLOCAL PROBLEM FOR A MIXED TYPE DIFFERENTIAL EQUATION IN RECTANGULAR DOMAIN}, volume={50}, url={https://journals.ysu.am/index.php/proceedings-phys-math/article/view/vol50_no3_2016_pp070-078}, DOI={10.46991/PYSU:A/2016.50.3.070}, abstractNote={<p>In the article the questions of solvability and construction of the solution of nonlocal mixed value problem for a homogeneous mixed type differential equation are considered. The spectral method based on the separation of variables is used. A criterion for a single-valued solvability of the considered problem is installed. Under this criterion the single-valued solvability of the problem is proved. The existence of problem solutions in the case of uniqueness failure is studied, also.</p>}, number={3 (241)}, journal={Proceedings of the YSU A: Physical and Mathematical Sciences}, author={Yuldashev, T.K.}, year={2016}, month={Oct.}, pages={70–78} }