Decay properties of the solution X to the Lyapunov matrix equation AX+XAT=D are investigated. Their exploitation in the understanding of equation matrix properties, and in the development of new numerical solution strategies when D is not low rank but possibly sparse is also briefly discussed.

The Lyapunov matrix equation. Matrix analysis from a computational perspective

SIMONCINI, VALERIA
2015

Abstract

Decay properties of the solution X to the Lyapunov matrix equation AX+XAT=D are investigated. Their exploitation in the understanding of equation matrix properties, and in the development of new numerical solution strategies when D is not low rank but possibly sparse is also briefly discussed.
2015
Topics in Mathematics, Bologna
157
174
V. Simoncini
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/517568
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