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Introduction to business analytics using simulation /
Introduction to Business Analytics Using Simulation employs an innovative strategy to teach business analytics. It uses simulation modeling and analysis as mechanisms to introduce and link predictive and prescriptive modeling. Because managers can't fully assess what will happen in the future,...
| Clasificación: | Libro Electrónico |
|---|---|
| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Amsterdam :
Academic Press,
2016.
|
| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Cover ; Title Page; Copyright Page; Contents; Preface; Acknowledgments; Chapter 1
- Business analytics is making decisions; Introduction; 1.1
- Business Analytics is making decisions subject to uncertainty; 1.2
- Components of Business Analytics; 1.3
- Uncertainty�=�probability�=�stochastic; 1.4
- What is simulation?; 1.4.1
- Why Use Simulation?; 1.4.2
- Simulation Applications; 1.5
- Monte Carlo simulation and random variables; 1.6
- Simulation terminology; 1.7
- Probability as relative frequency; 1.8
- Overview of simulation process; 1.9
- Random number generation in Excel.
- 1.10
- Extra practiceChapter 2
- Decision-making and simulation; Introduction; 2.1
- Introduction to decision-making; 2.1.1
- Define the Problem; 2.1.2
- Identify and Weight the Criteria; 2.1.3
- Generate Alternatives; 2.1.4
- Evaluate Each Alternative; 2.1.5
- Compute the Optimal Decision; 2.2
- Probability: the measure of uncertainty; 2.3
- Where do the probabilities come from?; 2.4
- Elements of probability; 2.5
- Probability notation; 2.6
- Examples of simulation and decision-making; Chapter 3
- Decision Trees; Introduction; 3.1
- Decision trees and expected value.
- 3.2
- Properties of decision trees3.2.1
- Linear Transforms; 3.3
- Overview of the decision making process; 3.4
- Sensitivity analysis; 3.5
- Expected value of perfect information; 3.6
- Summary of the decision analysis process; Chapter 4
- Probability: measuring uncertainty; Introduction; 4.1
- Probability: measuring likelihood; 4.2
- Probability distributions; 4.3
- General probability rules; 4.4
- Conditional probability and Bayes' theorem; Further exercises: common interview questions regarding probability; Chapter 5
- Subjective Probability Distributions; Introduction.
- 5.1
- Subjective probability distributions-probability from�experience5.2
- Two-point estimation: uniform distribution; 5.2.1
- Discrete Uniform Distribution; 5.3
- Three-point estimation: triangular distribution; 5.3.1
- Simulating a Symmetric Triangular Distribution; 5.3.2
- Simulating an Asymmetric Triangular Distribution; 5.4
- Five-point estimates for subjective probability distributions; 5.4.1
- Simulating a Five-Point Distribution; 5.4.2
- Other Estimates for Subjective Probability Distributions; Chapter 6
- Empirical probability distributions; Introduction.
- 6.1
- Empirical probability distributions-probability from data6.2
- Discrete empirical probability distributions; 6.3
- Continuous empirical probability distributions; Chapter 7
- Theoretical probability distributions; Introduction; 7.1
- Theoretical/classical probability; 7.2
- Review of notation for probability distributions; 7.3
- Discrete theoretical distributions; 7.3.1
- Uniform Distribution; 7.3.2
- Discrete Uniform Distribution; 7.3.3
- Continuous Uniform Distribution; 7.3.4
- Bernoulli Distribution; 7.3.5
- Binomial Distribution; 7.3.6
- Poisson distribution.
- 7.4
- Continuous probability distributions.