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EE 363: Linear Dynamical Systems

Stanford University, Spring Quarter 2026

Lecture slides

This list of slides will be added to during the quarter.

  1. Overview

  2. Example: Input Design

  3. Example: Prediction

  4. Autonomous linear dynamical systems

  5. Solution via matrix exponential

  6. Dynamic interpretation of eigenvectors

  7. Jordan canonical form

  8. Continuous-time linear systems

  9. Discrete-time systems and standard forms

  10. Realizations and interconnections

  11. Controllability and state transfer

  12. Observability and state estimation

  13. Invariant subspaces

  14. Kalman canonical form

  15. Pole placement by state feedback

  16. Linear quadratic regulator: Discrete-time finite horizon

  17. LQR via Lagrange multipliers

  18. Infinite horizon linear quadratic regulator

  19. Continuous time linear quadratic regulator

  20. Linear Quadratic Stochastic Control

  21. Estimation

  22. The Kalman filter