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Q178Section III (Statistics)178 of 190

Summing a geometric series of branching-process generation means

Consider a Branching process with μ\mu as the mean of the off-spring distribution. Let μ=1/2\mu=1/2 and X0=1X_0=1. Then E(∑0∞Xn)E\Bigl(\sum_0^\infty X_n\Bigr) equals:

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