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Probability Distributions: With Truncated, Log and Bivariate Extensions - Brossura

 
9783319760438: Probability Distributions: With Truncated, Log and Bivariate Extensions

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Sinossi

1. Continuous Distributions
1.1 Introduction
1.2 Sample Data Statistics
1.3 Notation
1.4 Parameter Estimating Methods
1.5 Transforming Variables
Transform Data to (0,1)
Transform Data to (x ≥0)
1.6 Continuous Random Variables
1.7 Continuous Uniform 
Coefficient of Variation
Parameter Estimates
1.8 Exponential 
1.9 Erlang  
Parameter Estimates
1.10 Gamma  
Parameter Estimates
1.11 Beta  
Standard Beta  
Mean and Variance 
Parameter Estimates
1.12    Weibull  
Weibull Plot 
Parameter Estimates
1.13 Normal
Standard Normal Distribution 
Coefficient of Variation
Parameter Estimates
1.14 Lognormal     
Parameter Estimates
1.15 Summary
1.16   Reference

2   Discrete Distributions
2.1   Introduction
2.2   Discrete Random Variables
Lexis Ratio
2.3   Discrete Uniform
Parameter Estimates
2.4   Binomial
Lexis Ratio
Parameter Estimates
Normal Approximation  
Poisson Approximation  
2.5 Geometric
Number of Trials
Number of Failures
Lexis Ratio
Parameter Estimate
2.6   Pascal
Number of Trials
Lexis Ratio 
Parameter Estimate
Number of Failures
Lexis Ratio
Parameter Estimate
2.7   Poisson
Lexis Ratio
Relation to the Exponential Distribution
Parameter Estimate
2.8   Hyper Geometric
Parameter Estimate2.9 Summary
2.10   Reference

3 Standard Normal
3.1 Introduction
3.2 Gaussian Distribution
3.3 Some Relations on the Standard Normal Distribution
4.3 Normal Distribution
3.5 Standard Normal
3.6     Hastings Approximations
Approximation of F(z) from z
Approximation of z from F(z)
3.7 Table Values of the Standard Normal
3.8 Discrete Normal Distribution
3.9 Summary
3.10   References

4 Partial Expectation
4.1 Introduction
4.2 Partial Expectation
4.3 Left Location Parameter
Table Entries
4.4 Inventory Management
4.5 Right Location Parameter
4.6 Advance Demand
4.7   Summary
4.8   References

5 Left Truncated Normal
5.1   Introduction
5.2   Left-Location Parameter
5.3   Mathematical Equations
5.4   Table Entries
5.5   More Tables
5.6   Left Truncated Distribution
5.7 Application to Sample Data
5.8   LTN for Inventory Control
Automotive Service Parts Distribution Center
Retail Products
5.9   Summary
5.10   References

6   Right Truncated Normal
6.1   Introduction
6.2   Right Truncated Distribution
6.3   Mathematical Equations
6.4   Variable t Range
6.5 Table Entries
6.6 Application to Sample Data
6.7   More Tables
6.8   Summary
6.9   Reference

7 Truncated Normal Spread Ratio
7.1   Introduction
7.2   The Spread Ratio
7.3   LTN Distribution Measures7.4   LTN Table Entries
7.5   RTN Distribution Measures
7.6 &n

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Altre edizioni note dello stesso titolo

9783319760414: Probability Distributions: With Truncated, Log and Bivariate Extensions

Edizione in evidenza

ISBN 10:  3319760416 ISBN 13:  9783319760414
Casa editrice: Springer Nature, 2018
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