《概率论基础教程》(A First Course in Probability)第8版[PDF]

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Ross.Sheldon,.A.First.Course.in.Probability,.8ed,.Prentice.Hall,.2010.pdf	3.05 MB
鞅与Banach空间几何学,.刘培德,.科学出版社,.2007.djvu	5.73 MB
高等概率论及其应用,.胡迪鹤,.高等教育出版社,.2008.djvu	7.45 MB
Probability.and.Statistics,.DeGroot,.Schervish,.4ed,.AW,.2012.pdf	6.13 MB
Stewart,.Probability,.Markov.Chains,.Queues,.and.Simulation.The.Mathematical.Basis.of.Performance.Modeling,.PUP,..2009.pdf	6.27 MB
Fundamentals.of.Probability,.with.Stochastic.Processes,.Saeed.Ghahramani,.3ed,.PH,.2004.pdf	4.38 MB
Ruin.Probabilities,.Asmussen,.Albrecher,.2ed,.WS,.2010.pdf	4.68 MB
概率论基础,.严士健,.王隽骧,.刘秀芳.2ed,.2009.djvu	4.32 MB
A.History.of.the.Central.Limit.Theorem.From.Classical.to.Modern.Probability.Theory,.Fischer,.Springer,.2011.pdf	4.67 MB
An.Introduction.to.Stochastic.Processes,.Edward.P..C..Kao,.Duxbury,.1996.djvu	4.83 MB
Probability.with.Statistical.Applications,.Rinaldo.B..Schinazi,.2ed,.Birkhauser,.2012.pdf	2.11 MB
Subjective.Probability.The.Real.Thing,.Richard.C..Jeffrey,.CUP,.2004.pdf	804.60 KB
Essentials.of.Probabilty.&.Statistics.for.Engineers.&.Scientists,.Walpole,.Meyers,.Myers,.Ye,.PH,.2012.pdf	3.16 MB
Applied.Probability,.Kenneth.Lange,.2ed,.Springer,.2010.pdf	3.26 MB
Modern.Regression.Techniques.Using.R.A.Practical.Guide,.Daniel.B..Wright,.Kamala.London,.SAGE,..2009.pdf	2.45 MB
Probabilty.&.Statistics.for.Engineers.&.Scientists,.Walpole,.Meyers,.Myers,.Ye,.9ed,.PH,.2012.pdf	4.26 MB
Selected.Works.of.R.M..Dudley,.Gine,.Koltchinskii,.Norvaisa,.eds..Springer,.2010.pdf	36.90 MB
An.Intermediate.Course.in.Probability,.Allan.Gut,.2ed,.Springer,.2009.pdf	3.88 MB
Probabilistic.Inequalities,.Anastassiou,.WS,.2010.pdf	1.73 MB
Probabilistic.Symmetries.and.Invariance.Principles,.Kallenberg,.Springer,.2005.pdf	2.83 MB
Stochastic.Processes,.Richard.F..Bass,.CUP,.2011.pdf	3.10 MB
Normal.Approximation.and.Asymptotic.Expansions,.Bhattacharya,.Rao,.SIAM,.2010.pdf	3.28 MB
Bayesian.Networks.An.Introduction,.Timo.Koski,.John.M..Noble,..Wiley,.2009.pdf	1.91 MB
Introduction.to.Stochastic.Integration,.Hui-Hsiung.Kuo,.Springer,.2006..pdf	1.68 MB
From.Brownian.Motion.to.Schrodinger's.Equation,.Kai.Lai.Chung,.zhongxin.Zhao,.Springer,.1995.djvu	6.42 MB
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内容简介：
本书是世界各国高校广泛采用的概率论教材，通过大量的例子讲述了概率论的基础知识，主要内容有组合分析、概率论公理化、条件概率和独立性、离散和连续型随机变量、随机变量的联合分布、期望的性质、极限定理等．本书附有大量的练习，分为习题、理论习题和自检习题三大类，其中自检习题部分还给出全部解答。
　　本书适用于大专院校数学、统计、工程和相关专业（包括计算科学、生物、社会科学和管理科学）的学生阅读，也可供概率应用工作者参考。
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