summary:The point equation of the associated curve of the indefinite numerical range is derived, following Fiedler's approach for definite inner product spaces. The classification of the associated curve is presented in the $3\times 3$ indefinite case, using Newton's classification of cubic curves. Illustrative examples of all the different possibilities are given. The results obtained extend to Krein spaces results of Kippenhahn on the classical numerical range
AbstractWe present results connecting the shape of the numerical range to intrinsic properties of a ...
International Conference on Engineering and Mathematics (ENMA'2007), July 9-11, 2007 - Bilbao, Spain...
We will discuss numerical ranges of matrices, primarily focusing on the shapes they can take. We wi...
summary:The point equation of the associated curve of the indefinite numerical range is derived, fol...
Geometric properties of the numerical ranges of operators on an indefinite inner product space are i...
AbstractGeometric properties of the numerical ranges of operators on an indefinite inner product spa...
Geometric properties of the numerical ranges of operators on an indefinite inner product space are i...
In this article, numerical ranges associated with operators on an indefinite inner product space are...
In this paper, numerical ranges associated to operators on an indenite inner product space are inves...
Copyright © 2008 Elsevier Inc. All rights reserved.We focus on complex 3×3 matrices whose indefinite...
Abstract: In this article, tracial numerical ranges associated with matrices in an indefinite inner ...
By the Toeplitz-Hausdorff theorem in convex analysis, the numerical range of a complex square matrix...
AbstractConsider a linear pencil Aλ+B, where A and B are n×n complex matrices. The numerical range o...
AbstractWe focus on complex 3×3 matrices whose indefinite numerical ranges have a flat portion on th...
This is an English translation of the paper Über den Wertevorrat einer Matrix by Rudolf Kippenhahn...
AbstractWe present results connecting the shape of the numerical range to intrinsic properties of a ...
International Conference on Engineering and Mathematics (ENMA'2007), July 9-11, 2007 - Bilbao, Spain...
We will discuss numerical ranges of matrices, primarily focusing on the shapes they can take. We wi...
summary:The point equation of the associated curve of the indefinite numerical range is derived, fol...
Geometric properties of the numerical ranges of operators on an indefinite inner product space are i...
AbstractGeometric properties of the numerical ranges of operators on an indefinite inner product spa...
Geometric properties of the numerical ranges of operators on an indefinite inner product space are i...
In this article, numerical ranges associated with operators on an indefinite inner product space are...
In this paper, numerical ranges associated to operators on an indenite inner product space are inves...
Copyright © 2008 Elsevier Inc. All rights reserved.We focus on complex 3×3 matrices whose indefinite...
Abstract: In this article, tracial numerical ranges associated with matrices in an indefinite inner ...
By the Toeplitz-Hausdorff theorem in convex analysis, the numerical range of a complex square matrix...
AbstractConsider a linear pencil Aλ+B, where A and B are n×n complex matrices. The numerical range o...
AbstractWe focus on complex 3×3 matrices whose indefinite numerical ranges have a flat portion on th...
This is an English translation of the paper Über den Wertevorrat einer Matrix by Rudolf Kippenhahn...
AbstractWe present results connecting the shape of the numerical range to intrinsic properties of a ...
International Conference on Engineering and Mathematics (ENMA'2007), July 9-11, 2007 - Bilbao, Spain...
We will discuss numerical ranges of matrices, primarily focusing on the shapes they can take. We wi...