Boundary Perturbations in Laplace and Steklov Eigenproblems

Bahadır, Eylem
Türk, Önder


Boundary values of vector-valued bounded analytic and harmonic functions on the unit disc
Hammoude, Iman; Aytuna, Aydın; Department of Mathematics (1988)
Boundary integral solutions to the transiet convection-diffusion type equations
Fendoğlu, Hande; Bozkaya, Canan; Tezer, Münevver (null; 2017-07-07)
Boundary values of vector valued hardy classes of harmonic and analytic functions on the unit disc
Sümergen, Zeynep Deniz; Aytuna, Aydın; Department of Mathematics (1995)
Boundary-relaxation analysis of electrical field problems.
Açık, Turgut; Department of Electrical Engineering (1973)
Boundary value problems for higher order linear impulsive differential equations
Uğur, Ömür; Akhmet, Marat; Taşeli, Hasan; Department of Mathematics (2003)
The theory of impulsive di®erential equations has become an important area of research in recent years. Linear equations, meanwhile, are fundamental in most branches of applied mathematics, science, and technology. The theory of higher order linear impulsive equations, however, has not been studied as much as the cor- responding theory of ordinary di®erential equations. In this work, higher order linear impulsive equations at xed moments of impulses together with certain boundary conditions are investigated...
Citation Formats
E. Bahadır and Ö. Türk, “Boundary Perturbations in Laplace and Steklov Eigenproblems,” 2020, Accessed: 00, 2021. [Online]. Available: