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program to study quintic spectrahedra
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jre21/SDP
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sdp.py is a python script intended to study the nodal structure of quintic spectrahedra. Spectrahedra are the feasible set of semidefinite programs, a broad category to which many types of convex optimization problems can be reduced. Because optimal values are often nodes, understanding their properties can provide useful information on the likely results of these optimization problems. The main script, sdp.py, is intended to generate random spectrahedra, compute the positions of nodes, and run a large number of optimization problems with random linear objectives, correlating the results with the locations of nodes. Other included python scripts are various ways of driving this code and processing the results. While the goal is to write the code in a manner compatible with Python 3, the requirements of cvxpy currently place a hard dependency on Python 2.7. Requirements: * Singular: http://www.singular.uni-kl.de/ * Bertini: https://bertini.nd.edu/ * cvxpy: https://github.com/cvxgrp/cvxpy/ * numpy and scipy: http://scipy.org/ * sympy: http://sympy.org/ * mayavi: http://docs.enthought.com/mayavi/mayavi/
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