Andrew D. Lewis's List of Courses Taught

[Some course notes]

External

  1. Fields Graduate Course on Infinite-Dimensional Analysis and Geometry. Winter 2025.
  2. Advanced topics in distribution theory. Institute for the Mathematical Sciences (CSIC-UAM-UC3M-UCM). May 2012.
  3. Controllability theory. L'Ametlla de Mar, Spain. June 2009.
  4. Course on Pontryagin's Maximum Principle. Universitat Politècnica de Catalunya. May 2006.

Queen's University

  1. APSC 100. Practical Engineering Design Modules (Module 3 coordinator). Fall-Winter 1999-2000.
  2. MATH 118. Linear Algebra. Winter 1999.
  3. MATH 231. Differential Equations. Fall 2022, 2023.
  4. MATH 235. Differential Equations with Fourier Series. Fall 1999.
  5. MTHE 237. Differential Equations for Engineering Science. Fall 2016.
  6. MATH 281. Introduction to Real Analysis. Winter 2016, 2017.
  7. MATH 332. Introduction to Control. Winter 2000, 2001, 2002, 2003, 2004.
  8. MATH 334. Mathematical Methods for Engineering and Physics. Fall 2001, 2002, 2003, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2014, 2015, 2016, 2017, 2018, 2019
  9. MATH 335. Mathematics of Engineering Systems. Winter 2019, 2020.
  10. MATH 421. Fourier Analysis. Fall 2023, 2024.
  11. MATH 427/827. Introduction to Deterministic Dynamical Systems. Fall 2022.
  12. MATH 439/826. Lagrangian Mechanics, Dynamics, and Control. Winter 2001, 2002, 2003, 2004, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2015, 2016, 2017, 2018, 2019, 2020, 2022
  13. MATH 890. Differential manifolds module. Fall 2001.
  14. MATH 890. Control theory module (with Ron Hirschorn). Winter 2003.
  15. MATH 923. Advanced Topics in Analysis (Topological vector spaces). Fall/Winter 2018-19, Fall/Winter 2020-2021
  16. MATH 923. Advanced Topics in Analysis (Microlocal analysis). Fall/Winter 2022-2023 (joint with Abdol-Reza Mansouri)
  17. MATH 927. Reading course in the Geometry of Lagrangian Systems. Fall/Winter 2002-2003.
  18. MATH 927. Reading course in Riemannian and Affine Differential Geometry. Fall/Winter 2003-2004.
  19. MATH 932. Advanced Topics in Applied Mathematics (Foundations of Elasticity Theory). Winter 2012.
  20. MATH 933. Advanced Topics in Applied Mathematics (Geometric Continuum Mechanics). Fall/Winter 2012-2013.
  21. MATH 939. Control theory seminar. Fall/Winter 2001-2002.
  22. MATH 939. Applied differential geometry seminar. Fall/Winter 2002-2003.
  23. MATH 939. Applied differential geometry seminar. Fall/Winter 2003-2004.
  24. MATH 942. Advanced Topics in Geometry and Topology (Analytic Vector Bundles). Fall/Winter 2011-2012.
  25. MATH 942. Advanced Topics in Geometry and Topology (Sheaf Theory and Differential Geometry). Fall/Winter 2017-2018.
  26. MATH 943. Advanced Topics in Geometry and Topology (Riemannian Geometry). Fall/Winter 2012-2013.
  27. MATH 949. Topics in Geometry and Topology (Integrability of Nonlinear Partial Differential Equations). Fall/Winter 2005-2006.
  28. MATH 949. Topics in Geometry and Topology (Foundations of Differential Geometry). Winter 2007.
  29. MATH 949. Topics in Geometry and Topology (Foundations of Mechanics). Fall/Winter 2008-2009.
  30. MATH 949. Topics in Geometry and Topology (Topics in Global Analysis). Fall/Winter 2009-2010.
  31. MATH 949. Topics in Geometry and Topology (Tautological Control Systems). Fall/Winter 2014-2015.

University of Hawaii, Manoa

  1. MATH 442/649G. Vector Analysis. Fall 2013.
  2. MATH 307. Linear Algebra & Differential Equations, Spring 2014.

University of Warwick

  1. MATH 112. Experimental Mathematics. Third term 1997, 1998.

California Institute of Technology

  1. CDS 102. The Geometry of Nonlinear Systems. Second term 1996.
Andrew D. Lewis (andrew at mast.queensu.ca)