Hi all,
Can anyone help me to solve this coupon collector problem,
Let p(t) = Probability (atmost k copies of coupon1 are collected at time t)
If p(t)<= (1/2n), then prove that the expected time to get k+1 copies of all n coupons <=2t.
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Hi all,
Can anyone help me to solve this coupon collector problem,
Let p(t) = Probability (atmost k copies of coupon1 are collected at time t)
If p(t)<= (1/2n), then prove that the expected time to get k+1 copies of all n coupons <=2t.