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  • 1
    Online Resource
    Online Resource
    Cham : Springer International Publishing AG
    ISBN: 9783030121075
    Language: English
    Pages: 1 online resource (224 pages)
    Series Statement: Studies in Systems, Decision and Control Ser. v.196
    Parallel Title: Erscheint auch als
    DDC: 304.645
    Keywords: Life expectancy ; Electronic books
    Abstract: Intro -- Preface -- Contents -- Acronyms -- Univariate Absolutely Continuous Distributions -- Univariate Discrete Distributions -- Bivariate Distributions -- Others Acronyms and Symbols -- Part I Classic Aging Intensity Functions -- 1 Basic Reliability Functions -- 1.1 Univariate Absolutely Continuous Distributions -- 1.2 Univariate Discrete Distributions -- 1.3 Bivariate Absolutely Continuous Distributions -- 1.4 Bivariate Discrete Distributions -- 2 Aging Intensity of Nonnegative Univariate Absolutely Continuous Distributions -- 2.1 Characterizations of Nonnegative Univariate Absolutely Continuous Distribution -- 2.1.1 Characterization of Univariate Distribution -- 2.1.2 Characterization of Univariate Inverse Distribution -- 2.2 Weibull Related Distributions -- 2.2.1 Two-Parameter Weibull Distribution -- 2.2.2 Exponential Distribution -- 2.2.3 Modified Weibull Distribution -- 2.2.4 Inverse Two-Parameter Weibull Distribution -- 2.2.5 Inverse Modified Weibull Distribution -- 2.3 Some Others Distributions -- 2.3.1 Linear Failure Rate Distribution -- 2.3.2 Gompertz Distribution -- 2.3.3 Makeham Distribution -- 2.4 Some Properties of Aging Intensity Order -- 2.4.1 AI Order for Weibull Related Distributions -- 2.4.2 RAI Order for Inverse Weibull Related Distributions -- 2.5 Analysis of Aging Intensity Through Data -- 2.5.1 Analysis of Aging Intensity Through Generated Data -- 2.5.2 Analysis of Aging Intensity Through Real Complete Data -- 2.5.3 Analysis of Aging Intensity Through Censored Data -- 3 Aging Intensities of Discrete Distributions -- 3.1 Characterizations of Discrete Distribution -- 3.2 Discrete Weibull Related Distribution -- 3.2.1 Discrete Weibull (I) Distribution -- 3.2.2 Geometric Distribution -- 3.2.3 Discrete Weibull (III) Distribution -- 3.2.4 Discrete Modified Weibull Distribution.
    Note: Description based on publisher supplied metadata and other sources
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