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Book Categories |
I | Concepts of Matrix and Operator Theory for Sensitivity and Uncertainty Analysis | 1 |
A | Matrices: Basic Definitions and Properties | 1 |
B | Operators in Vector Spaces: Basic Definitions and Properties | 12 |
C | Adjoint Operators: Basic Definitions and Properties | 27 |
D | Elements of Differential Calculus in Normed Spaces | 33 |
II | Concepts of Probability Theory for Sensitivity and Uncertainty Analysis | 39 |
A | Introduction and Terminology | 39 |
B | Interpretation of Probability | 48 |
C | Multivariate Probability Distributions | 51 |
D | Fundamental Parameters of Probability Functions | 55 |
E | Characteristic and Moment Generating Functions | 65 |
F | Commonly Encountered Probability Distributions | 69 |
G | Central Limit Theorem | 85 |
H | Basic Concepts of Statistical Estimation | 88 |
I | Error and Uncertainty | 100 |
J | Presentation of Results of Measurements: Rules for Rounding Off | 101 |
III | Measurement Errors and Uncertainties: Basic Concepts | 105 |
A | Measurements: Basic Concepts and Terminology | 105 |
B | Classification of Measurement Errors | 109 |
C | Natural Precision Limits of Macroscopic Measurements | 114 |
D | Direct Measurements | 116 |
E | Indirect Measurements | 119 |
F | Propagation of Moments (Errors) | 120 |
IV | Local Sensitivity and Uncertainty Analysis of Linear Systems | 129 |
A | The Forward Sensitivity Analysis Procedure (FSAP) | 132 |
B | The Adjoint Sensitivity Analysis Procedure (ASAP) | 134 |
C | Illustrative Example: Sensitivity Analysis of Linear Algebraic Models | 142 |
D | Illustrative Example: Local Sensitivity Analysis of a Linear Neutron Diffusion Problem | 146 |
E | Illustrative Example: Sensitivity Analysis of Euler's One-Step Method Applied to a First-Order Linear Ode | 154 |
F | Illustrative Example: Sensitivity and Uncertainty Analysis of a Simple Markov Chain System | 165 |
G | Illustrative Example: Sensitivity and Uncertainty Analysis of Neutron and Gamma Radiation Transport | 182 |
V | Local Sensitivity and Uncertainty Analysis of Nonlinear Systems | 199 |
A | Sensitivity Analysis of Nonlinear Systems with Feedback and Operator-Type Responses | 199 |
B | Example: A Paradigm Climate Model with Feedback | 205 |
C | Sensitivity Analysis of Nonlinear Algebraic Models: The Discrete Adjoint Sensitivity Analysis Procedure (DASAP) | 209 |
D | Illustrative Example: A Transient Nonlinear Reactor Thermal Hydraulics Problem | 217 |
E | Illustrative Example: Sensitivity Analysis of the Two-Step Runge-Kutta Method for Nonlinear Differential Equations | 231 |
F | Illustrative Example: Sensitivity Analysis of a Scalar Nonlinear Hyperbolic Problem | 238 |
VI | Global Optimization and Sensitivity Analysis | 245 |
A | Mathematical Framework | 247 |
B | Critical Points and Global Optimization | 249 |
C | Sensitivity Analysis | 252 |
D | Global Computation of Fixed Points | 256 |
E | A Constrained Optimization Problem for Testing the Global Computational Algorithm | 263 |
F | Illustrative Example: Global Analysis of a Nonlinear Lumped-Parameter Model of a Boiling Water Reactor | 264 |
References | 267 | |
Index | 273 |
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