THE UNIQUENESS OF RECONSTRUCTION OF DIFFUSION OPERATORS WITH BOUNDARY CONDITION DEPENDING QUADRATICALLY ON THE SPECTRAL PARAMETER

Authors

• Ibrahim M. Nabiev, Baku State University
• Leyla I. Mammadova, Azerbaijan State Oil and Industry University
• Guldane S. Mammedzadeh, Azerbaijan State University of Economics (UNEC), Baku, Azerbaijan

Page

13-22

Abstract

The article considers diffusion operators with non-separated boundary conditions, one of which contains a quadratic function of the spectral parameter. Some properties of the spectrum of the operators under consideration are given, uniqueness theorems for the solution of inverse problems of reconstruction of the corresponding boundary value problems are proved.

Recommended Citation

Nabiev, Ibrahim M.; Mammadova, Leyla I.; and Mammedzadeh, Guldane S. (2026) "THE UNIQUENESS OF RECONSTRUCTION OF DIFFUSION OPERATORS WITH BOUNDARY CONDITION DEPENDING QUADRATICALLY ON THE SPECTRAL PARAMETER," Baku Mathematical Journal: Vol. 5: Iss. 1, Article 2.
DOI: 10.32010/j.bmj.2026.02
Available at: https://www.bakumathj.org/home/vol5/iss1/2