The definition of a regular point is as follows :
If instead of having multiple constraints there is only one, we would have
$$ D\;h(x) = \nabla h_1(x)^T $$
Would all points then be regular for this vector? As there is only one?
2026-03-25 13:54:14.1774446854
Optimization, Are all points feasible if there is only one constraint?
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