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If Y is drawn from the uncorrelated multivariate normal distribution, then S = Y / ||Y|| has the uniform distribution on the unit d-sphere. Multiplying S by U^{1/d}, where U has the uniform distribution on the unit interval (0,1), creates the uniform distribution in the unit d-dimensional ball.
thus, normal sampling->vector normalization->multiply by a uniform sampled random number generates uniform sample from n-ball
sampling-based-path-finding/src/path_finder/include/path_finder/sampler.h
Line 81 in 242069e
In infromed sampling, I‘m confused with uniform sampling from 3-ball
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