3D-Printed Bone Substitutes with Triply Periodic Minimal Surface - Lecture 2

Explore the fascinating world of 3D-printed bone substitutes with triply periodic minimal surfaces in this 51-minute lecture by Franz E. Weber. Delve into the cutting-edge research on zero mean curvature surfaces as part of the International Centre for Theoretical Sciences' discussion meeting. Learn about the latest advancements in minimal surfaces, maximal surfaces in Lorentz-Minkowski space, and hyperbolic spaces. Gain insights into problem-solving methodologies and new challenges in this evolving field. Engage with leading experts, participate in mini-courses designed for early-career researchers, and discover potential collaboration opportunities. Ideal for Ph.D. students, postdocs, and faculty working in related areas, this lecture is part of a comprehensive five-day program aimed at inspiring and advancing research in zero mean curvature surfaces.

3D-Printed Bone Substitutes with Triply Periodic Minimal Surface ...(Lecture 2) by Franz E. Weber