Titlebook: Variational Problems in Riemannian Geometry; Bubbles, Scans and G Paul Baird,Ali Fardoun,Ahmad Soufi Conference proceedings 2004 Springer B

翅膀拍動

Harmonic Maps in Complex Finsler Geometry notion of the .-energy of the map. A harmonic map is then defined to be a critical point of the .-energy functional. Under the condition that ., is weakly K?hler, we obtain the second variation formula of the functional, and prove that any .-energy minimizing harmonic map from a Riemann sphere to a

躲債

假設