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A Collection of Symmetric and Quasi-Definite Systems

This is a collection of symmetric and quasi-definite linear system in MatrixMarket format.

The systems arise from some of the CUTE quadratic optimization problems, and are output during the iterations of an interior-point method. As the iteration number grows, the system becomes more ill conditioned.

The 2x2 and 3x3 formulations of each system are given with accompanying right-hand side.

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A Collection of Symmetric and Quasi-Definite Linear Systems

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