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ODE Architect companion Book

ODE Architect companion
ODE Architect companion, This software is intended to provide a highly interactive environment for readers to examine the properties of linear and nonlinear systems of Ordinary Differential Equations and DDS's, explore and construct realistic mathematical models, and apply unders, ODE Architect companion has a rating of 4 stars
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ODE Architect companion, This software is intended to provide a highly interactive environment for readers to examine the properties of linear and nonlinear systems of Ordinary Differential Equations and DDS's, explore and construct realistic mathematical models, and apply unders, ODE Architect companion
4 out of 5 stars based on 2 reviews
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Digital Copy
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  • ODE Architect companion
  • Written by author CODEE Consortium for ODE Experiments
  • Published by New York : John Wiley & Sons, c1999., 1998/10/19
  • This software is intended to provide a highly interactive environment for readers to examine the properties of linear and nonlinear systems of Ordinary Differential Equations and DDS's, explore and construct realistic mathematical models, and apply unders
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Book Categories

Authors

* Modeling with the Architect Douglas Campbell and Wade Ellis (West Valley Community College)
* Introduction to ODEs Margie Hale and Michael Branton (Stetson University)
* Cool First Order ODEs Margie Hale (Stetson University) and Douglas Quinney (University of Keele)
* Second Order ODEs William Boyce and William Siegmann (Rensselaer Polytechnic Institute)
* Models of Motion Robert Borrelli and Courtney Coleman (Harvey Mudd College)
* Linear Systems William Boyce and William Siegmann (Rensselaer Polytechnic Institute)
* Nonlinear Systems Michael Branton (Stetson University)
* Compartment Models Courtney Coleman and Michael Moody (Harvey Mudd College)
* Population Models Michael Moody (Harvey Mudd College)
* The Pendulum and its Friends John Hubbard and Beverly West (Cornell University)
* Models with Series Solutions Anne Noonburg and Ben Pollina (University of Hartford)
* Chaos and Control John Hubbard and Beverly West (Cornell University)
* Discrete Dynamical Systems Tom LoFaro and Kevin Cooper (Washington State University)
Appendix: Fundamentals of Numerical Methods L. F. Shampine ( Southern Methodist University)
Library of ODEs Michael Moody (Harvey Mudd College)


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ODE Architect companion, This software is intended to provide a highly interactive environment for readers to examine the properties of linear and nonlinear systems of Ordinary Differential Equations and DDS's, explore and construct realistic mathematical models, and apply unders, ODE Architect companion

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ODE Architect companion, This software is intended to provide a highly interactive environment for readers to examine the properties of linear and nonlinear systems of Ordinary Differential Equations and DDS's, explore and construct realistic mathematical models, and apply unders, ODE Architect companion

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ODE Architect companion, This software is intended to provide a highly interactive environment for readers to examine the properties of linear and nonlinear systems of Ordinary Differential Equations and DDS's, explore and construct realistic mathematical models, and apply unders, ODE Architect companion

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