Source: wikibot/complex-convexity
= Complex convexity
{wiki=Complex_convexity}
Complex convexity is an extension of the concept of convexity to the complex domain. In classical convex analysis, a set \\( C \\subseteq \\mathbb\{R\}^n \\) is called convex if, for any two points \\( x, y \\in C \\), the line segment connecting \\( x \\) and \\( y \\) is entirely contained within \\( C \\).