Génie Informatique (Academic Year 2008-2009)

Introduction to System theory

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Leçon n.1: Definition of Dynamical System - Self evaluation (A.Y. 2008-2009)
Leçon n.2: The Class of Systems under study - Self evaluation (A.Y. 2008-2009)
Leçon n.3: An introduction to the methodologies
Leçon n.4: Approximate representations
Leçon n.5: Linear representations: Analysis in the time domain
Leçon n.6: The transition matrix
Leçon n.7: Free modes for continuous time systems - Self evaluation (A.Y. 2008-2009)
Leçon n.8: Discrete time systems: time domain analysis - Self evaluation (A.Y. 2008-2009)
Leçon n.9: The Laplace Transform in the study of continuous time systems - Self evaluation (A.Y. 2008-2009)
Leçon n.10: The steady state response and the frequency behavior
Leçon n.11: Analysis in the complex domain for continuous time systems - Self evaluation (A.Y. 2008-2009)
Leçon n.12: Bode Diagrams - Self evaluation (A.Y. 2008-2009)
Leçon n.13: The Zeta transform in the study of discrete time systems
Leçon n.14: Analysis in the complex domain for discrete time systems
Leçon n.15: Analysis in the complex domain: the general case
Leçon n.16: From the input-output model to the state representation
Leçon n.17: Further issues on the state representation
Leçon n.18: Stability: definitions and conditions
Leçon n.19: Internal Stability for linear systems
Leçon n.20: Lyapunov methods for the stability analysis
Leçon n.21: Structural properties: reachability and observability
Leçon n.22: Kalman decomposition
Leçon n.23: Interconnected systems: elementary connections and their properties
Leçon n.24: Interconnected systems: on the computation of the associated transfer function and state representation
Leçon n.25: A synthesis

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Génie Informatique (Academic Year 2008-2009)

Introduction to System theory

Exercices

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Génie Informatique (Academic Year 2008-2009)

Introduction to System theory

Exercices