Register to reply 
Curvature Operator and Universal Eveloping Algebra 
Share this thread: 
#1
Apr712, 11:36 AM

P: 17

Dear Folks:
Is there any relation between Curvature Operator and Universal Eveloping Algebra, since they look so much alike?? Curvature Operator R(X,Y) = D_{X}D_{Y}D_{Y}D_{X}D_{[X,Y]} Many Thanks!! 


Register to reply 
Related Discussions  
Gaussian Curvature, Normal Curvature, and the Shape Operator  Calculus & Beyond Homework  0  
Shape Operator vs Ricci curvature  Differential Geometry  0  
Riemann curvature tensor and nonlinear operator  Special & General Relativity  0  
Universal algebra?  Linear & Abstract Algebra  1  
Universal algebra?  Linear & Abstract Algebra  0 