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10:48
YouTube
Tensor Calculus - Robert Davie
Killing vectors - 1
This video deals with the process of how the Killing equation arises from the Lie derivative of the metric for some manifold. It interprets the solutions to the Killing equation as being isometries or symmetry directions on the manifold.
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One interpretation of a function w=f(z)=u(x, y) i v(x, y) is that of a vector field in the domain of definition of f. The function assigns a vector w, with components u(x, y) and v(x, y), to each point z at which it is defined. Indicate graphically the vector fields represented by (a) w=i z ; (b) w=z /|z|. | Numerade
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