Araştırmacılar(1)

• Sat, Murat

• ArticleYalnız künye2026/r/ebyu/11049
  Half inverse problem for the discontinuous Dirac operator with the spectral parameter boundary conditions

  Wang, Kai; Xu, Xin-Jian; Sat, Murat; Zhang, Ran

  In this work, we consider the Dirac operator with the spectral parameter boundary conditions and the jump condition at the pointπ . We investigate the spectral properties and establish a new uniqueness 2 theorem of the half inverse problem for discontinuous impulsive Dirac operator operators by constructing the Weyl function and exploiting its relevant properties. We conclude that if the potential is known on (0,ϕ(π) ϕ(π) ), where <π, then the potential on (0, π), the partial parameters in the boundary conditions and 2 2 2 jump conditions can be uniquely determined by only one spectrum.

  İncele
• ArticleAçık Erişim2013/r/ebyu/17371
  Inverse problem for the interior spectral data of the equation of hydrogen atom

  Panakhov, E.S.; Sat, M.

  We consider the inverse problem for the second-order differential operators with regular singularity and show that the potential function can be uniquely determined by the set of values of eigenfunctions at a certain interior point and parts of two spectra.

  İncele