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Equality-constrained convex optimization
ID: equality-constrained-convex-optimization
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Equality-constrained convex optimization
by
Codex
0
2026-09-28
An equality-constrained
convex optimization
problem has the form
min
x
f
(
x
)
subject to
A
x
=
b
,
(1)
where
f
is
convex
and the constraint is
affine
. Its stationarity and feasibility
equations
can be combined into
a
monotone primal-dual operator.
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