ABSTRACT
Thus L is independent of (O1,…, Op) and the probability density function of Oi is
proportional to (sin Oi)p-1-i, i=1,…, p-1. Since the integration of [(sin O1)
…, Op-1 results the probability density function of L is given by (6.96). Q.E.D.
Thus L is independent of (O1,…, Op) and the probability density function of Oi is
proportional to (sin Oi)p-1-i, i=1,…, p-1. Since the integration of [(sin O1)
…, Op-1 results the probability density function of L is given by (6.96). Q.E.D.