This thesis presents solutions to certain problems in the extension theory in Hilbert spaces. Basically there are three main parts of the thesis corresponding to three objects which are studied. The first part consists of chapter 3 and deals with Lagrangian pairs in a pair of Hilbert spaces. In the second part nonnegative linear relations are studied. Finally, in the third part certain results concerning the extension theory of sectorial relations in Hilbert spaces are presented
The sum A + B of two nonnegative selfadjoint relations (multivalued operators) A and B is a nonnegat...
In M. G. Krein's extension theory of nonnegative operators a complete description is given of all no...
The sum A + B of two nonnegative selfadjoint relations (multi-valued operators) A and B is a nonnega...
This thesis presents solutions to certain problems in the extension theory in Hilbert spaces. Basica...
The selfadjoint extensions of a closed linear relation R from a Hilbert space H1 to a Hilbert space ...
The famous M.G. Kreın’s extension theory of nonnegative operators is being presented in elementary t...
In this paper we consider sectorial operators, or more generally, sectorial relations and their maxi...
The extremal maximal sectorial extensions of a not necessarily densely defined sectorial relation (m...
The Kreĭn-von Neumann and the Friedrichs extensions of a nonnegative linear operator or relation (i....
The main aim of this paper is to generalize the classical concept of a positive operator, and to dev...
The sum A + B of two nonnegative selfadjoint relations (multivalued operators) A and B is a nonnegat...
In M. G. Krein's extension theory of nonnegative operators a complete description is given of all no...
The sum A + B of two nonnegative selfadjoint relations (multi-valued operators) A and B is a nonnega...
This thesis presents solutions to certain problems in the extension theory in Hilbert spaces. Basica...
The selfadjoint extensions of a closed linear relation R from a Hilbert space H1 to a Hilbert space ...
The famous M.G. Kreın’s extension theory of nonnegative operators is being presented in elementary t...
In this paper we consider sectorial operators, or more generally, sectorial relations and their maxi...
The extremal maximal sectorial extensions of a not necessarily densely defined sectorial relation (m...
The Kreĭn-von Neumann and the Friedrichs extensions of a nonnegative linear operator or relation (i....
The main aim of this paper is to generalize the classical concept of a positive operator, and to dev...
The sum A + B of two nonnegative selfadjoint relations (multivalued operators) A and B is a nonnegat...
In M. G. Krein's extension theory of nonnegative operators a complete description is given of all no...
The sum A + B of two nonnegative selfadjoint relations (multi-valued operators) A and B is a nonnega...