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IV - Local Optimisation
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19 - Probabilistic Linear Solvers: Algorithmic Scaffold
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Introduction
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34 - Further Topics
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III - Linear Algebra
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VI - Solving Ordinary Differential Equations
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36 - Introduction
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35 - Key Points
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28 - First- and Second-Order Methods
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14 - Key Points
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11 - Links to Classical Quadrature
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38 - ODE Filters and Smoothers
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18 - A Review of Some Classic Solvers
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15 - Required Background
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6 - Hierarchical Inference in Gaussian Models
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29 - Key Points
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17 - Evaluation Strategies
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VII - The Frontier
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5 - Gauss–Markov Processes: Filtering and SDEs
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32 - Value Loss
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