Algebra

   

Splitting of Quasi-Definite Linear System Maintains Inertia

Authors: Martin Neuenhofen

We show that there is a variety of Schur complements that yield a decoupling of a quasi-definite linear system into two quasi-definite linear systems of half the size each. Splitting of linear systems of equations via Schur complements is widely used to reduce the size of a linear system of equations. Quasi-definite linear systems arise in a variety of computational engineering applications.

Comments: 4 Pages.

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Submission history

[v1] 2018-11-15 19:52:46

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