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Lifetime Data: Models in Reliability and Survival Analysis
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
On the Entropies and the Mutual Information of Some Bivariate Continuous Distributions Used in Reliability
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Chapter 2
Initial Conditions Problem in Event History Analysis: An Indirect Inference Procedure
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Chapter 3
Analysis of Survival Data under Competing Risks with Missing Cause of Death Information: Application and Implications for Study Design
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Chapter 4
Conditional Proportional Hazards Models
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Chapter 5
A Comparison of Conditional and Unconditional Inference Relating to Log-Gamma Distribution
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Chapter 6
Universal Formulas for Treatment Effects from Noncompliance Data
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Chapter 7
Foundational Issues Concerning the Analysis of Censored Data
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Chapter 8
Burn-in at the Component and System Level
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Chapter 9
Identification of Dependent Competing Risks Models
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Chapter 10
Reliability Modelling for Optical Amplified Communication Systems
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Chapter 11
A Parametric Approach to Measurement Errors in Receiver Operating Characteristic Studies
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Chapter 12
A Modification of Goel-Okumoto Model
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Chapter 13
Models for Degradation Processes and Event Times Based on Gaussian Processes
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Chapter 14
A Non-Parametric Two-Sample Survival Test Based on a Single Occupancy Fermi-Dirac Model for the Discrete Range Distribution
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Chapter 15
Probability Approximations and Inequalities for Sequential Tests
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Chapter 16
Cure Mixture Models in Breast Cancer Survival Studies
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Chapter 17
A General Approach to Derive Chi-Square Type of Goodness-of-Fit Tests for Lifetime Data
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Chapter 18
Prediction in Survival Analysis: Model or Medic?
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Chapter 19
Dynamic Reliability Models
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Chapter 20
Generalizations of Current Status Data with Applications
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Chapter 21
Trend Analysis of Multiple Counting Processes
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Chapter 22
Historical Controls and Modern Survival Analysis
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Chapter 23
A Random Effects Model for Multivariate Life Data
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Chapter 24
Statistical Challenges in Comparing Chemotherapy and Bone Marrow Transplantation as a Treatment for Leukemia
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Chapter 25
Maximum Likelihood Estimation and the Multivariate Bernoulli Distribution : An Application to Reliability
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Chapter 26
Intermediate Clinical Events, Surrogate Markers and Survival
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Chapter 27
A Semiparametric Bootstrap for Proportional Hazards Models
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Chapter 28
Application of Cox Regression with a Change Point in Clinical Studies
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Chapter 29
Burn-in with Age Replacement
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Chapter 30
Fitting Cox’s Proportional Hazards Model Using Grouped Survival Data
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Chapter 31
Statistical Methods for Dependent Competing Risks
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Chapter 32
Orthogonal Functions of Inverse Gaussian Distributions
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Chapter 33
Statistical Models for Quality of Life Measures
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Chapter 34
Nonparametric Estimation of Regression Parameters from Censored Data with Two Discrete Covariates
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Chapter 35
Locally Efficient Median Regression with Random Censoring and Surrogate Markers
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Chapter 36
Survival Models for Heterogeneity Using the Non-Central Chi-Squared Distribution with Zero Degrees of Freedom
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Chapter 37
Efficiently Weighted Estimating Equations with Application to Proportional Excess Hazards
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Chapter 38
Sequential Multi-Hypothesis Testing in Software Reliability
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Chapter 39
Assessing Gamma Frailty Models for Clustered Failure Time Data
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Chapter 40
The Shapes of a Probability Density Function and Its Hazard Function
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Chapter 41
Therapeutic Equivalence Using a Rich Family of Prior Distributions
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Chapter 42
Dependent Competing Risks with Time-Dependent Covariates
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Chapter 43
Life Estimation from Pooled Discrete Renewal Counts
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Chapter 44
Efficient and Ad Hoc Estimation in the Bivariate Censoring Model
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Chapter 45
Efficient Estimation in a Nonproportional Hazards Model
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Chapter 46
Modeling Frailty in Manufacturing Processes
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Chapter 47
Estimation of Wiener Diffusion Parameters Using Process Measurements Subject to Error
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Chapter 48
Adaptive Replacement Policies for a System of Parallel Machines
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Chapter 49
Discrete First Passage Time Distribution for Describing Inequality among Individuals
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Chapter 50
A Graphical Classification of Survival Distributions
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Chapter 51
Survival Analysis in S-Plus
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Chapter 52
A Note on Strong Uniform Consistency of Kernel Estimators of Hazard Functions under Random Censorship
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Chapter 53
Identifiability and Estimation of Marginal Survival Functions for Dependent Competing Risks Assuming the Copula is Known
Overall attention for this book and its chapters
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Mentioned by
syllabi
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institution with syllabi
Citations
dimensions_citation
44
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Mendeley
Book overview
1. On the Entropies and the Mutual Information of Some Bivariate Continuous Distributions Used in Reliability
2. Initial Conditions Problem in Event History Analysis: An Indirect Inference Procedure
3. Analysis of Survival Data under Competing Risks with Missing Cause of Death Information: Application and Implications for Study Design
4. Conditional Proportional Hazards Models
5. A Comparison of Conditional and Unconditional Inference Relating to Log-Gamma Distribution
6. Universal Formulas for Treatment Effects from Noncompliance Data
7. Foundational Issues Concerning the Analysis of Censored Data
8. Burn-in at the Component and System Level
9. Identification of Dependent Competing Risks Models
10. Reliability Modelling for Optical Amplified Communication Systems
11. A Parametric Approach to Measurement Errors in Receiver Operating Characteristic Studies
12. A Modification of Goel-Okumoto Model
13. Models for Degradation Processes and Event Times Based on Gaussian Processes
14. A Non-Parametric Two-Sample Survival Test Based on a Single Occupancy Fermi-Dirac Model for the Discrete Range Distribution
15. Probability Approximations and Inequalities for Sequential Tests
16. Cure Mixture Models in Breast Cancer Survival Studies
17. A General Approach to Derive Chi-Square Type of Goodness-of-Fit Tests for Lifetime Data
18. Prediction in Survival Analysis: Model or Medic?
19. Dynamic Reliability Models
20. Generalizations of Current Status Data with Applications
21. Trend Analysis of Multiple Counting Processes
22. Historical Controls and Modern Survival Analysis
23. A Random Effects Model for Multivariate Life Data
24. Statistical Challenges in Comparing Chemotherapy and Bone Marrow Transplantation as a Treatment for Leukemia
25. Maximum Likelihood Estimation and the Multivariate Bernoulli Distribution : An Application to Reliability
26. Intermediate Clinical Events, Surrogate Markers and Survival
27. A Semiparametric Bootstrap for Proportional Hazards Models
28. Application of Cox Regression with a Change Point in Clinical Studies
29. Burn-in with Age Replacement
30. Fitting Cox’s Proportional Hazards Model Using Grouped Survival Data
31. Statistical Methods for Dependent Competing Risks
32. Orthogonal Functions of Inverse Gaussian Distributions
33. Statistical Models for Quality of Life Measures
34. Nonparametric Estimation of Regression Parameters from Censored Data with Two Discrete Covariates
35. Locally Efficient Median Regression with Random Censoring and Surrogate Markers
36. Survival Models for Heterogeneity Using the Non-Central Chi-Squared Distribution with Zero Degrees of Freedom
37. Efficiently Weighted Estimating Equations with Application to Proportional Excess Hazards
38. Sequential Multi-Hypothesis Testing in Software Reliability
39. Assessing Gamma Frailty Models for Clustered Failure Time Data
40. The Shapes of a Probability Density Function and Its Hazard Function
41. Therapeutic Equivalence Using a Rich Family of Prior Distributions
42. Dependent Competing Risks with Time-Dependent Covariates
43. Life Estimation from Pooled Discrete Renewal Counts
44. Efficient and Ad Hoc Estimation in the Bivariate Censoring Model
45. Efficient Estimation in a Nonproportional Hazards Model
46. Modeling Frailty in Manufacturing Processes
47. Estimation of Wiener Diffusion Parameters Using Process Measurements Subject to Error
48. Adaptive Replacement Policies for a System of Parallel Machines
49. Discrete First Passage Time Distribution for Describing Inequality among Individuals
50. A Graphical Classification of Survival Distributions
51. Survival Analysis in S-Plus
52. A Note on Strong Uniform Consistency of Kernel Estimators of Hazard Functions under Random Censorship
53. Identifiability and Estimation of Marginal Survival Functions for Dependent Competing Risks Assuming the Copula is Known
Summary
Syllabi
Dimensions citations
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Philosophy