If you meant "k‑convex" or "best convex approximation" — there are deep theoretical papers.
Recommended deep paper:
"k‑Convexity and Its Role in Deep Learning Optimization"
by Y. Nesterov (2018) / or recent work on generalized convexity
Key idea: Extending convexity to order‑k functions and how they guarantee global convergence for certain deep architectures. kn5convexe best
Where to find: Mathematical Programming or SIAM Journal on Optimization. If you meant "k‑convex" or "best convex approximation"
Alternate: In Blender, use QuickHull or “Convex Hull” operator for manual hulls on selected vertex sets for very simple parts (bumpers, crashbars). "k‑Convexity and Its Role in Deep Learning Optimization"
✔️ Wet-shavers with 6+ months of DE experience.
✔️ Those who struggle with flat razors leaving stubble on the neck (convex shape helps).
✔️ Enthusiasts who enjoy "radically different" geometry.
