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Jun 15
  1. Ordinary Differential Equations (ODEs)

Science is a differential equation. Religion is a boundary condition. -Alan Turing

Honors Differential Equations Eric Carlen Rutgers University Fall 2013  These notes form the second half of an ongoing book project by Carlen for an honors course on ordinary differential equations.

Lectures on ODEs Bruce E Shapiro California State University Northridge 2011

    1. ODEs Vaughn Climenhaga University of Houston
    2. Lectures On Ordinary Differential Equations Wen Shen 2011 Penn State University 
    3. ODEs GABRIEL NAGY Michigan State University MARCH 19,2013
    4. ODEs 1 Federico Bonetto Georgia Tech 2009
    5. Ordinary Differential Equations and Dynamical Systems Gerald Teschl 
    6. Ordinary Differential Equations Eric T. Sawyer McMaster University
    7. FIRST-ORDER ODEs I: Introduction and Analytic Methods David Levermore University of Maryland  September 2012
    8. Ordinary and Partial Differential Equations Wen Shen Pennsylvania State University Spring 2013 
    9. ODEs Eugen J. Ionascu Columbus State University April 25, 2006
    10. ODEs Aleksandar Donev Courant Institute of Mathematical Sciences New York University Fall Semester, 2012
    11. Theory of ODEs:Existence, Uniqueness and Stability Jishan Hu and Wei-Ping Li The Hong Kong University of Science and Technology 2005 
    12. Ordinary Differential Equations Konstantin Mischaikow J.D. Mireles James Rutgers University
    13. Ordinary Differential Equations Sheldon Newhouse Michigan State University Spring 2013 
    14.  ODEs Jerry Alan Veeh Auburn University January 2, 2002
    15. ORDINARY  DIFFERENTIAL EQUATIONS SPRING AND SUMMER TERMS 2002 JOSE
      FIGUEROA-O'FARRILL University of Edinburgh
    16. Ordinary Differential Equations Eugen J. Ionascu  April 25, 2006
    17. ODEs   Sivaji Ganesh  Indian Institute of Technology
    18. ODEs Joseph Muscat 2008
    19.  Applied ODEs Youmin Zhang  Concordia University
    20. Ordinary Differential Equations Lyudmyla Barannyk Ohio State lecture notes
    21. Ordinary Differential Equations Universite de Saint-Louis 2004 G. Sallet Universite De Metz INRIA Lorraine 2004
    22. Theory and Applications of ODEs parts I-III Ovidiu Costin Ohio State Autumn 2012
    23. Unbounded Operators in Ordinary Differential Equations Ovidiu Costin Ohio State University  Autumn 2012 
    24. Ordinary differential equations Kevin Zumbrun Indiana University December 8, 2007
    25.  Nonlinear ODEs Micheal Taylor University of North Carolina
    26. Ordinary Differential Equations: Graduate Level Problems and Solutions Igor Yanovsky
    27. ODEs Nicholeas Hoell University of Toronto Spring 2013
    28. ODEs Class Notes Sheldon Newhouse Michigan State University Math 8482010
    29. Ordinary Differential Equations  David Gilliam Texas Tech University Spring 2013  
    30. Partial And Ordinary Differential Equations:A Graduate Course LAWRENCE SCHOVANEC and DAVID GILLIAM TEXAS TECH UNIVERSITY 
    31. Ordinary Differential Equations/Engineering Mathematics Kyle Gallivan Florida State University Spring 2012 Course Materials
    32. Ordinary Differential Equations for Engineering Kyle Gallivan Florida State University Spring 2012 
    33. Ordinary Differential Equations Jared Bronski University of Wisconsin Urbana Champlaign
    34.  Ordinary Differential Equations George C.Hsiao University of Delaware 2011
    35. Lecture Notes On ODEs Christopher P. Grant Bringam Young University 1999 
    36. Theory of Ordinary Differential Equations Christopher P. Grant Bringam Young University 2007
    37. Advanced ODEs Todd Kapitula  University of New Mexico December 3, 2004
    38. Differential equations in complex domains Dragan Milicic University of Utah 1989
    39. Lecture Notes: Integration of ODEs Homer Reid February 14, 2013
    40. Ordinary Differential Equations Alexander Grigorian University of Bielefeld Lecture Notes, April - July 2008
    41. Ordinary Differential Equations Nico Gray  University of Manchester
    42.  Dynamical Systems by Odo Diekmann & Yuri Kuznetsov
    43. Linear Systems of Differential Equations Micheal Taylor UNC
    44. Nonlinear Equations W.E.Schiesser Liehigh University
    45. Problems and Solutions for ODEs  Willi-Hans Steeb University of Johannesburg Yorick  University of South Africa January 15, 2013 
    46. Nonlinear Dynamics I: Chaos And Ordinary Differential Equations Daniel H. Rothman Massachusetts Institute of Technology 
    47. Nonlinear Analysis and Differential Equations An Introduction Klaus Schmitt University of Utah Russell C. Thompson  Utah State University November 11, 2004
    48. Laplace Transforms: Theory, Problems, and Solutions Marcel B. Finan Arkansas Tech University
    49. Computational ODEs M. Gameiro, J.-P. Lessard, J. Mireles James, K. Mischaikow Rutgers University February 13, 2013
    50. Dynamical Systems Theory Bjorn Birnir Center for Complex and Nonlinear Dynamics and University of California Santa Barbara 1 1 c 2008
    51. Dynamical Systems  C. Baesens University of Cambridge Lent 1998
    52.  
    53. Dynamical Systems of Differential Equations R.S. Mackay University of Cambridge Lent 1997
    54. Hyperbolic Dynamical Systems and Stability Will J. Merry University of Cambridge December 25, 2012
    55. Ordinary Differential Equations-Nonlinear Systems Irene Moroz  University of Oxford Fall 2014 
    56. Perturbation Methods For Nonlinear ODEs University of Oxford
    57. Ordinary Differential Equations Autumn 2010 Krishna V. Kaipa Imperial College
    58. Intermediate Differential Equations Birne Binegar Oaklahoma State University
    59. Advanced ODEs Roy Goodman NJIT Fall 2013 
    60. ODEs  Gerald Moore 2011
    61. Ordinary Differential Equations Gerald Moore Imperial College
    62. Bifurcation Theory Lecture notes 2003-4 Gerald Moore Imperial College
    63. Introduction to Ordinary Differential Equations Robert Sims University Of Arizona Fall 2011 Course Materials
    64. Introduction to Ordinary Differential Equations Todd Kapitula University of New Mexico September 28, 2006 
    65. Differential Equations and Dynamical Systems Peter L. Simon Eotvos Lorand University
      Institute of Mathematics Department of Applied Analysis and Computational Mathematics 2012
    66. ODEs Peter Philip LMU Munich Spring Semester 2013 
    67. Ordinary Differential Equations 2009 2010 Vitaly Moroz  Swansea University
    68. Nonlinear Ordinary Differential Equations Peter J. Olver University of Minnesota
    69. Introduction to Nonlinear Bifurcation Theory : Differential Equations, Dynamical Systems and Applications course material Edited by Tadeas Priklopil University of Helinski fall 2013
    70. Ordinary Differential Equations Aarti Jajoo University of Houston Fall 2013
    71. An introduction to asymptotic analysis Simon J.A. Malham Heriot-Watt University
    72. Advanced Methods for Ordinary Differential Equations Chris Bretherton University of Washington Fall 2013
    73. Course on Complex Dynamic Systems Chiara Mocenni 2013-2014\
    74. Numerical methods for ODEs Claude Lacoursiere Umea University October 25, 2013
    75. Ordinary Differential Equations Hans Frisk Linneaus University 2010
    76. Ordinary Differential Equations: Fundamental Theory Julien Arino  University of Manitoba Fall 2006 
    77. Introduction to Dynamical Systems Winter 2012 Lecture Notes by Benjamin C.
      Wallace Dan Offin Queen's University 
    78. FRACTIONAL CALCULUS : Integral and Differential Equations of Fractional Order CISM LECTURE NOTES International Centre for Mechanical Sciences Palazzo del Torso,
      Piazza Garibaldi