Quintic Spectrahedra

  • JACOB EMMERT-ARONSON, MOOR XU
  • Published 2014

Abstract

Spectrahedra of degree n in R are convex bodies given by k-dimensional affine slices of the cone of n× n positive semidefinite matrices. They arise as feasible domains in semidefinite programming and each is described by a linear matrix inequality. We will work with spectrahedra in R. Definition 1. A spectrahedron of degree n in R is a convex body of the… (More)

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Cite this paper

@inproceedings{EMMERTARONSON2014QuinticS, title={Quintic Spectrahedra}, author={JACOB EMMERT-ARONSON and MOOR XU}, year={2014} }