List of Technical Publication of R. E. Kalman -- 1: Axiomatic Framework -- Dynamical Systems, Controllability, and Observability: A Post-Modern Point of View -- 2: Kalman Filtering -- Kalman Filtering: Whence, What and Whither? -- From Kalman Filtering to Innovations, Martingales, Scattering and Other Nice Things -- Kalman Filtering and the Advancement of Navigation and Guidance -- Quantum Kalman Filters -- 3: The LQG Problem -- LQG as a Design Theory -- State-Space H? Control Theory and the LQG Problem -- Unified Continuous and Discrete Time LQG Theory -- 4: The Realization Problem -- Linear Deterministic Realization Theory -- Stochastic Realization Theory -- 5: Linear System Theory: Module Theory -- Algebraic Methods in System Theory -- Module Theory and Linear System Theory -- Models and Modules: Kalman's Approach to Algebraic System Theory -- Linear Realization Theory, Integer Invariants and Feedback Control -- Linear Systems Over Rings: From R. E. Kalman to the Present -- 5: Linear System Theory: Families of Systems -- Invariant Theory and Families of Dynamical Systems -- 5: Linear System Theory: Related Developments -- On the Parametrization of Input-Output Maps for Stable Linear Systems -- Algebraic System Theory, Computer Algebra and Controller Synthesis -- On the Stability of Linear Discrete System and Related Problems -- 6: Identification and Adaptive Control -- Finite Dimensional Linear Stochastic System Identification -- Identification of Dynamic Systems from Noisy Data: The Case m* = 1 -- Adaptive Control -- 7: Generalizations to Nonlinear and Distributed Systems -- Kalman's Controllability Rank Condition: From Linear to Nonlinear -- Controllability Revisited -- On the Extensions of Kalman's Canonical Structure Theorem -- Some Remarks on the Control of Distributed Systems -- 8: Influence in Mathematics -- The State Space Method in the Study of Interpolation by Rational Matrix Functions -- The State Space Method for Solving Singular Integral Equations -- 9: Applications -- Algebraic Structure of Convolutional Codes and Algebraic System Theory -- System-Theoretic Trends in Econometrics -- Dynamical Systems That Learn Subspaces.