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The Nth-Order Comprehensive Adjoint Sensitivity Analysis Methodology, Volume I: Overcoming the Curse of Dimensionality: Linear Systems
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The Nth-Order Comprehensive Adjoint Sensitivity Analysis Methodology, Volume I: Overcoming the Curse of Dimensionality: Linear Systems

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:NT$ 10439 元
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Chapter 1: Introduction and Motivation: Breaking the Curse of Dimensionality in Sensitivity and Uncertainty Analysis

Part A: Function-Valued Responses

Chapter 2: The First- and Second-Order Comprehensive Adjoint Sensitivity Analysis Methodologies for Linear Systems with Function-Valued Responses

2.1. The First-Order Comprehensive Selective Adjoint Sensitivity Analysis Methodology (CS-ASAM-1) for Linear Systems with Function-Valued Responses

2.1.1: CS-ASAM-1 Methodology: Finite-Dimensional (Matrix) Systems

2.1.2: CS-ASAM-1 Methodology: Infinite-Dimensional (Operator) Systems

2.2. The Second-Order Comprehensive Selective Adjoint Sensitivity Analysis Methodology (CS-ASAM-2) for Linear Systems with Function-Valued Responses

2.2.1: CS-ASAM-2 Methodology: Finite-Dimensional (Matrix) Systems

2.2.2: CS-ASAM-2 Methodology: Infinite-Dimensional (Operator) Systems

2.3. The First-Order Comprehensive Kernel Adjoint Sensitivity Analysis Methodology (CK-ASAM-1) for Linear Systems with Function-Valued Responses

2.3.1: CK-ASAM-1 Methodology: Finite-Dimensional (Matrix) Systems

2.3.2: CK-ASAM-1 Methodology: Infinite-Dimensional (Operator) Systems

2.4. The Second-Order Comprehensive Kernel Adjoint Sensitivity Analysis Methodology (CK-ASAM-2) for Linear Systems with Function-Valued Responses

2.4.1: CK-ASAM-2 Methodology: Finite-Dimensional (Matrix) Systems

2.4.2: CK-ASAM-2 Methodology: Infinite-Dimensional (Operator) Systems

Chapter 3: The Third-Order Comprehensive Adjoint Sensitivity Analysis Methodology (C-ASAM-3) for Linear Systems with Function-Valued Responses

3.1. The Third-Order Comprehensive Selective Adjoint Sensitivity Analysis Methodology (CS-ASAM-3) for Linear Systems with Function-Valued Responses

3.1.1: CS-ASAM-3 Methodology: Finite-Dimensional (Matrix) Systems

3.1.2: CS-ASAM-3 Methodology: Infinite-Dimensional (Operator) Systems

3.2. The Third-Order Comprehensive Kernel Adjoint Sensitivity Analysis Methodology (CK-ASAM-3) for Linear Systems with Function-Valued Responses

3.2.1: CK-ASAM-3 Methodology: Finite-Dimensional (Matrix) Systems

3.2.2: CK-ASAM-3 Methodology: Infinite-Dimensional (Operator) Systems

Chapter 4: The Fourth-Order Comprehensive Adjoint Sensitivity Analysis Methodology (C-ASAM-4) for Linear Systems with Function-Valued Responses

4.1. The Fourth-Order Comprehensive Selective Adjoint Sensitivity Analysis Methodology (CS-ASAM-4) for Linear Systems with Function-Valued Responses

4.1.1: CS-ASAM-4 Methodology: Finite-Dimensional (Matrix) Systems

4.1.2: CS-ASAM-4 Methodology: Infinite-Dimensional (Operator) Systems

4.2. The Fourth-Order Comprehensive Kernel Adjoint Sensitivity Analysis Methodology (CK-ASAM-4) for Linear Systems with Function-Valued Responses

4.2.1: CK-ASAM-4 Methodology: Finite-Dimensional (Matrix) Systems

4.2.2: CK-ASAM-4 Methodology: Infinite-Dimensional (Operator) Systems

Chapter 5: The Nth-Order Adjoint Sensitivity Analysis Methodology (C-ASAM-N) for Linear Systems with Function-Valued Responses

5.1. The Arbitrarily-High Nth-Order Comprehensive Selective Adjoint Sensitivity Analysis Methodology (CS-ASAM-N) for Linear Systems with Function-Valued Responses

5.1.1: CS-ASAM-N Methodology: Finite-Dimensional (Matrix) Systems

5.1.2: CS-ASAM-N Methodology: Infinite-Dimensional (Operator) Systems

5.2. The Arbitrarily-High Nth-Order Comprehensive Kernel Adjoint Sensitivity Analysis Methodology (CK-ASAM-N) for Linear Systems with Function-Valued Responses

5.2.1: CK-ASAM-N Methodology: Finite-Dimensional (Matrix) Systems

5.2.2: CK-ASAM-N Methodology: Infinite-Dimensional (Operator) Systems

Part B: Scalar-Valued Responses

Chapter 6: The Fourth-Order Comprehensive Adjoint Sensitivity Analysis Methodology (C-ASAM-4) for Linear Systems with Scalar-Valued Responses

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定價:100 10439
若需訂購本書,請電洽客服 02-25006600[分機130、131]。

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