A point on a d-dimensional sphere

[James Theiler]

you can use gsl_ran_dir_nd (see section 19.22), but the basic idea
is to generate d gaussian deviates {z_1,...,z_d} and then normalize
them using x_i = z_i/R, where R=sqrt(z_1^2+...z_d^2)

if d<4, there are tricks you can use to speed things up.

jt

On Thu, 19 Jun 2003, Sliwa, Przemyslaw wrote:

] Hi friends,
]
] Does anybody know how to generate a point on a d-dimensional sphere???
]
] Thanks,
]
] Przem
]
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