Probability Foundations for Engineers
portes grátis
Probability Foundations for Engineers
Nachlas, Joel A.
Taylor & Francis Ltd
10/2024
172
Mole
9781032278506
15 a 20 dias
Descrição não disponível.
1. Introduction. 2. A Brief Review of Set Theory. 3. Probability Basics. 4. Random Variables and Distributions. 5. Joint, Marginal and Conditional Distributions. 6. Expectation and Functions of Random Variables. 7. Moment Generating Functions. 8. Approximations and Limiting Behavior.
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Probability Basics;Random Variables and Distributions;Joint, Marginal, and Conditional Distributions;Moment-Generating Functions;Approximations and Limiting Behavior;Random Variables;Continuous Random Variable;Distribution Function;Bivariate Exponential Distribution;Sample Space;Random Vector;Joint Distribution Function;Discrete Random Variable;Joint Probability Mass Function;Continuous Random Vector;Marginal Probability Mass Functions;Random Experiment;Conditional Distributions;Binomial Distribution;Residual Life Distributions;Joint CDF;Multivariate Exponential Distribution;Conditional Expectation;Joint Density Function;Conditional Probability Mass Functions;Chebychev's Inequality;Conditional Probability Functions;Binomial Random Variable;Marginal Probability Functions;Cumulative Poisson Probabilities
1. Introduction. 2. A Brief Review of Set Theory. 3. Probability Basics. 4. Random Variables and Distributions. 5. Joint, Marginal and Conditional Distributions. 6. Expectation and Functions of Random Variables. 7. Moment Generating Functions. 8. Approximations and Limiting Behavior.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Probability Basics;Random Variables and Distributions;Joint, Marginal, and Conditional Distributions;Moment-Generating Functions;Approximations and Limiting Behavior;Random Variables;Continuous Random Variable;Distribution Function;Bivariate Exponential Distribution;Sample Space;Random Vector;Joint Distribution Function;Discrete Random Variable;Joint Probability Mass Function;Continuous Random Vector;Marginal Probability Mass Functions;Random Experiment;Conditional Distributions;Binomial Distribution;Residual Life Distributions;Joint CDF;Multivariate Exponential Distribution;Conditional Expectation;Joint Density Function;Conditional Probability Mass Functions;Chebychev's Inequality;Conditional Probability Functions;Binomial Random Variable;Marginal Probability Functions;Cumulative Poisson Probabilities