… This paper analyzes a simple game with n … any random variable distributed on that interval
with the given mean. The winner of the zero-sum game is the player whose random variable …

… the expected or mean value of a random variable can be found. Although their investigations
were concerned with problems connected with games of chance, the importance of these …

… 366), for example, have observed that the value of a game of iid … m -- n – 1 iid random variables
drawn according to the common … of random games the elements of which are iid random …

… Similarly the expectation of the third term is bounded by n−1(log n)1/2 and so we can write
V ≥ V − Y where Y is a positive random variable with expectation O(n−1(log n)1/2). By Markov…

… In our case, the matrix A is random, and its value is a random variable. Since the optimal
strategy vectors depend on the matrix, they are also random. In the following we assume that …

This paper explores optima] strategies for the problemof choosing seyeral bestfrom a set of
sequentially observed bivartaterandom variables. For example, a couple of husband and …

The purpose of this book is to provide an introduction to principles of probability, random
variables, and random processes and their applications. The book is designed for students in …

The purpose of this book is to provide an introduction to principles of probability, random
variables, and random processes and their applications. The book is designed for students in …

… Next, we apply (Erdoǧan & Iyengar, 2006, Theorem 6) to conclude that a random variable
Δ with probability distribution m ̃ n ̄ 2 satisfies m ̃ n ̄ 2 ( f Γ 1 ( θ ∗ , Δ ) ≤ 0 ∣ Γ 1 , θ ∗ ) ≥ 1 …

… game; Feller shows that if the player pays variable entrance fees with cumulative fee bn = n
log2 n for thefirst n games,… To show this, we note that for the Petersburg random variable x, …