Stability of a class of hybrid computer models of dynamical systems

Amyot, J. R.; Camiré, G A

doi:10.1016/0378-4754(86)90087-x

Mathematics and Computers in Simulation

1986

DOI: 10.1016/0378-4754(86)90087-x

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Stability of a class of hybrid computer models of dynamical systems

J. R. Amyot

G A Camiré²

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Exact Methods for ODEs**Some of the methods in this section can be used for partial differential equations as well. These methods are indicated by a star (*).

Zwillinger

1989

Handbook of Differential Equations

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Stability of a class of hybrid computer models of dynamical systems

Cited by 3 publications

References 5 publications

Exact Methods for ODEs**Some of the methods in this section can be used for partial differential equations as well. These methods are indicated by a star (*).

Exact Methods for ODEs**Some of the methods in this section can be used for partial differential equations as well. These methods are indicated by a star (*).

Numerical Methods for ODEs**Some of the methods in this section can be used for partial differential equations as well. These methods are indicated by a star (*).

Hybrid Computer Methods*

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