Nearest Point Projection In Uniformly Convex Banach Spaces functional-analysis Jan 14, 2024 Theorem 4.12. Suppose $X$ is a uniformly convex Banach space. For any point $x$ and a nonempty closed convex set $K$, there is a nearest point to $x$ in $K$. $L^p$ spaces with $1 PREVIOUSMean Curvature Of Graph Over Its Tangent PlaneNEXTSheet 1 Q5