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ODE
(redirected from Ordinary differential equation)

   Also found in: Encyclopedia, Wikipedia 0.01 sec.
AcronymDefinition
ODEOpen Dynamics Engine
ODEOrizzonte Degli Eventi (Italian: Horizon of Events; astronomical group)
ODEOdense, Denmark - Odense (Airport Code)
ODEOld-Dog Encephalitis
ODEOffline Diagnostics Environment
ODEObject Distribution Environment
ODEOrientation Drive Electronics (NASA)
ODEOffice of Dependent Education
ODEOn-Duty Electrical (mechanic)
ODEOnline Data Entry
ODEOpen Development Environment
ODEOperator Data Entry
ODEOrdinary Differential Equation(s)
ODEOdense (Beldringe), Denmark
ODEOpen Database Engine (WhamTech Inc.)
ODEOffice of Device Evaluation
ODEOpposite Drive End (motors)
ODEOrbital Data Explorer (US NASA)
ODEOffice of Distance Education (various schools)
ODEOhio Department of Education
ODEOral Deaf Education


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A component x(t) of a given ordinary differential equation system is said to be persistent (uniformly strongly) if there exists a constant k > 0 such that [lim.
Formation of ordinary differential equations, solution of homogeneous differential equations, separation of variables method, linear first order differential equations.
The assumed background of the reader is limited to standard undergraduate topics in physics and mathematics, especially complex arithmetic, vector analysis, ordinary differential equations, and certain topics normally covered in a 'signals and systems' course, such as the Fourier transform.
 
 
 
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