Eigenvalues of conformally invariant operators on spheres
Jarolim Bures, Vladimir Soucek
Abstract
Spectrum of a certain class of first order conformally invariant operators on the sphere is explicitly computed. The class contains the (elliptic verions of) Rarita-Schwinger operator and its higher spin analogues.
Create a lesson
Related papers
Fibrewise Real-Analytic Landsberg Metrics in Dimension at Least Four Are Berwald
Ming Li, Kefeng Liu
A remark on the compactness of manifolds with non-negative Ricci curvature and uniformly convex boundary
Yasuaki Fujitani
Pseudo-Einstein Structures on Links of Isolated Singularities
Yoshinori Gongyo, Kengo Hirachi, Shuya Matsumoto et al.
Hidden Symmetries of the Kepler Problem and Jacobi's Theorem
Alejandro Moreno Díaz, Juan B. Sancho de Salas
Unbounded total mean curvature with prescribed boundary metric
Zhixin Wang
Prescribed combinatorial curvature beyond positivity for spherical vertex scalings on the sphere
Chen Liu, Xu Xu