In this work we continue our research on nonharmonic analysis of boundary value problems as initiated in [8]. There, we assumed that the eigenfunctions of the model operator on which the construction is based do not have zeros. In this paper we have weakened this condition extending the applicability of the developed pseudo-differential analysis. Also, we do not assume that the underlying set Omega is bounded
AbstractOne dimensional Dirac operators Lbc(v)y=i(100−1)dydx+v(x)y,y=(y1y2),x∈[0,π], considered with...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space R2 subject to ...
AbstractWe study the spectrum of the linear operator L=−∂θ−ϵ∂θ(sinθ∂θ) subject to the periodic bound...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
We give a characterisation of the spectral properties of linear differential operators with constant...
We give a characterisation of the spectral properties of linear differential operators with constant...
AbstractThe present paper deals with the spectral properties of boundary eigenvalue problems for dif...
In this article, we investigate a problem with nonlocal boundary conditions which are perturbations ...
AbstractA perturbation theorem is proved which enables us to extend the results of J. Schwartz and o...
We solve the inverse spectral problem for a class of Sturm - Liouville operators with singular nonlo...
AbstractOne dimensional Dirac operators Lbc(v)y=i(100−1)dydx+v(x)y,y=(y1y2),x∈[0,π], considered with...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space R2 subject to ...
AbstractWe study the spectrum of the linear operator L=−∂θ−ϵ∂θ(sinθ∂θ) subject to the periodic bound...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this work we continue our research on nonharmonic analysis of boundary value problems as initiate...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
In this paper, we develop the global symbolic calculus of pseudo-differential operators generated by...
We give a characterisation of the spectral properties of linear differential operators with constant...
We give a characterisation of the spectral properties of linear differential operators with constant...
AbstractThe present paper deals with the spectral properties of boundary eigenvalue problems for dif...
In this article, we investigate a problem with nonlocal boundary conditions which are perturbations ...
AbstractA perturbation theorem is proved which enables us to extend the results of J. Schwartz and o...
We solve the inverse spectral problem for a class of Sturm - Liouville operators with singular nonlo...
AbstractOne dimensional Dirac operators Lbc(v)y=i(100−1)dydx+v(x)y,y=(y1y2),x∈[0,π], considered with...
We study a nontypical eigenvalue problem in a bounded domain from the Euclidian space R2 subject to ...
AbstractWe study the spectrum of the linear operator L=−∂θ−ϵ∂θ(sinθ∂θ) subject to the periodic bound...