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the subject says it all; csdp is a Sage package that can provide a more efficient than cvxopt backend. Also, another solver that
can be hooked up is DSDP,
which has a licence that makes it possible to bundle it with Sage.
Moreover, DSDP may be interfaced via cvxopt, so this should be very easy indeed.
All of these (as well as cvxopt) backends would have a precision limitation coming from the fact that they all work with RDF numbers. Implementing a robust (in the sense of precision) SDP solver is doable, but the precision has to be controlled, as explained in de Klerk & Vallentin (2016).
the subject says it all;
csdp
is a Sage package that can provide a more efficient thancvxopt
backend. Also, another solver thatcan be hooked up is DSDP,
which has a licence that makes it possible to bundle it with Sage.
Moreover,
DSDP
may be interfaced viacvxopt
, so this should be very easy indeed.All of these (as well as
cvxopt
) backends would have a precision limitation coming from the fact that they all work withRDF
numbers. Implementing a robust (in the sense of precision) SDP solver is doable, but the precision has to be controlled, as explained in de Klerk & Vallentin (2016).CC: @mkoeppe
Component: numerical
Issue created by migration from https://trac.sagemath.org/ticket/22218
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