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Explore advanced probability theory with “STOPPED RANDOM WALKS: LIMIT THEOREMS AND APPLICATIONS, 2/ED.” This comprehensive 2nd edition hardcover from Springer offers an in-depth look at stopped random walks, a crucial area in stochastic processes. Ideal for researchers and graduate students in mathematics, statistics, and operations research, this book details key limit theorems and their practical applications in fields like finance and queuing theory. Published by Springer as part of the prestigious “Springer Series in Operations Research and Financial Engineering,” this 263-page volume is an essential addition to your academic library for understanding complex random phenomena and their real-world implications.
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