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《Introduction to Systems Theory》是2012年Polity出版的圖書，作者是Niklas Luhmann。內容簡介 Niklas Luhmann ranks as one of the most important sociologists and social theorists of the twentieth century. Through his many books he...
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Do you want to know how the U.S. government works?Do you want to know more about the different parts of the U.S., its history, and its people?“Introduction to the United States” is a course that answers your...
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3.8. short survey of the theory of distributions. their relation to thetheory of residues chapter 4 harmonic and subharmonic functions 4.1. introduction 4.2. a remark on the theory of integration 4.3. harmonic ...
1 Probahility and Distributions 1.1 Introduction 1.2 Set Theory 1.3 The Probability Set Function 1.4 Conditional Probability and Independence 1.5 Random Variables 1.6 Discrete Random Variables 1.6.1 Transformations 1.7...
9 reliability theory 579 9.1 introduction 579 9.2 structure functions 580 9.2.1 minimal path and minimal cut sets 582 9.3 reliability of systems of independent components 586 9.4 bounds on the reliability function 590...
5.1.1Introduction 5.1.2GeneralizedExpressionforParticleDensity 5.1.3DistributionsforIdealSystems 5.1.4NewExpressionwithClearPhysicalPicture 5.1.5MomentumDistributions 5.1.6ResultsofNumericalCalculations 5.1.7Discussionand...
5.2.4 convolutions of exponential random variables 308 5.3 the poisson process 312 5.3.1 counting processes 312 5.3.2 definition of the poisson process 313 5.3.3 interarrival and waiting time distributions ...
1.1 Introduction: Why Study Probability? 13 1.2 The Different Kinds of Probability 14 Probability as Intuition 14 Probability as the Ratio of Favorable to Total Outcomes (Classical Theory) 15 Probability as a Measure of ...
32 - The Stieltjes construction 33 - Application to double integrals 10. Schwartz distributions 34 - Definition and examples 35 - Derivatives of a distribution Appendix to Chapter V - Introduction to the Lebesgue Theory VI ...
5.8 The Beta Distributions 327 5.9 The Multinomial Distributions 333 5.10 The Bivariate Normal Distributions 337 5.11 Supplementary Exercises 345 6 Large Random Samples 347 6.1 Introduction 347 6.2 The Law of Large ...
