Speaker:

Prof. A. Berman


Abstract:

In this paper a general notion of common diagonal Lyapunov matrix is formulated for a collection of n×n matrices A_1,...,A_s and polyhedral cones k_1,...,k_s in R^n. Necessary and sufficient conditions are derived for the existence of a common diagonal Lyapunov matrix in this setting.This talk is based on joint work with Christopher King & Robert Shorten.

Speaker: Prof. A. Berman Abstract: In this paper a general notion of common diagonal Lyapunov matrix is formulated for a collection of n×n matrices A_1,...,A_s and polyhedral cones k_1,...,k_s in R^n. Necessary and sufficient conditions are derived for the existence of a common diagonal Lyapunov matrix in this setting. This talk is based on joint work with Christopher King & Robert Shorten.

Speaker:

Prof. A. Berman


Abstract:

In this paper a general notion of common diagonal Lyapunov matrix is formulated for a collection of n×n matrices A_1,...,A_s and polyhedral cones k_1,...,k_s in R^n. Necessary and sufficient conditions are derived for the existence of a common diagonal Lyapunov matrix in this setting.

This talk is based on joint work with Christopher King &amp; Robert Shorten.

Diagonal Stability and Completely Positive Matrices

The Hamilton Institute is a multi-disciplinary research centre established at the National University of Ireland, Maynooth in November 2001.  The Institute seeks to provide a bridge between mathematics and its applications in ICT and biology.

In this podcast feed, we make accessible some of the best seminars held by members of the Hamilton Institute, visitors or guest speakers.

Futhermore, it will also contain the lectures give as part of the 'Network Mathematics Graduate Programme'.

The video files contained in this feed should be fully compatible with all video capable iPods and newer devices.

Education

Natural Sciences

The Hamilton Institute is a multi-disciplinary research centre established at the National University of Ireland, Maynooth in November 2001. The Institute seeks to provide a bridge between mathematics and its applications in ICT and biology. In this podcast feed, we make accessible some of the best seminars held by members of the Hamilton Institute, visitors or guest speakers. Futhermore, it will also contain the lectures give as part of the 'Network Mathematics Graduate Programme'. The video files contained in this feed should be fully compatible with all video capable iPods and newer devices.

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Diagonal Stability and Completely Positive Matrices

Diagonal Stability and Completely Positive Matrices