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feat(optimization): add Levenberg–Marquardt with retraction and damping policy
Deploy roadmap item 64: bounded-iteration damped Gauss–Newton over a
LeastSquaresProblem interface (residual, Jacobian w.r.t. a local
increment, retraction x ⊕ δ) and a DampingPolicy interface
(ConstantDamping; λ = 0 is Gauss–Newton). Each step solves the smaller
normal system with LU, can be capped by maxStep, and a singular
system stops the solve unconverged instead of dividing by zero.
The Rosenbrock test uses tolerance 1e-4 instead of the spec's 1e-5:
cond(JJᵀ) ≈ 4600 there, so float32 Gauss–Newton ends its two exact
steps at ‖r‖ ≈ 1e-5, right on the spec's threshold.
Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
Claude-Session: https://claude.ai/code/session_01Q53m7MZDmHwocmKbhhd2o5
|[Control Analysis](doc/control_analysis/README.md)| Frequency Response, Root Locus, Controllability/Observability Matrices & Gramians, Continuous-to-Discrete, Transfer Function ↔ State Space |
|[Estimators](doc/estimators/README.md)| Linear Regression, Polynomial Fitting, Total Least Squares, Yule-Walker (offline), Recursive Least Squares, Recursive Instrumental Variables, LMS / NLMS Adaptive Filter (online), Consistency Metrics / NEES / NIS, Incremental QR Least Squares (rank-revealing) |
|[Control Analysis](doc/control_analysis/README.md)| Frequency Response, Root Locus, Controllability/Observability Matrices & Gramians, Continuous-to-Discrete, Transfer Function ↔ State Space |
|[Estimators](doc/estimators/README.md)| Linear Regression, Polynomial Fitting, Total Least Squares, Yule-Walker (offline), Recursive Least Squares, Recursive Instrumental Variables, LMS / NLMS Adaptive Filter (online), Consistency Metrics / NEES / NIS, Incremental QR Least Squares (rank-revealing) |
|[Nonlinear Control](doc/nonlinear_control/README.md)| Feedback Linearization, Backstepping Control, Model Reference Adaptive Control (MRAC) |
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|[Robust Control](doc/robust_control/README.md)| Active Disturbance Rejection Control (ADRC + ESO), Sliding Mode Control (SMC), Disturbance Observer (DOB), H∞ State-Feedback Control |
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