Examples of using Differential equations in English and their translations into Tagalog
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Ecclesiastic
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Colloquial
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Computer
Keep in mind that there is in truth no central core theory of nonlinear partial differential equations, nor can there be.
His work is in many areas of mathematics including differential equations, functions of a complex variable,
He succeeded in characterising those differential equations the solutions of which have no essential singularity in the extended complex plane.
The main mathematical approach here is the setting up of differential equations and solving them to describe the resulting motions.
In the study of differential equations his methods of lowering the order of an equation
He considered many general classes of differential equations and found methods of solution which were widely adopted.
He introduced his operational calculus to enable him to solve the ordinary differential equations which came out of the theory of electrical circuits.
Shtokalo worked mainly in the areas of differential equations, operational calculus
In biology and economics, differential equations are used to model the behavior of complex systems.
This was Theory of ordinary differential equations(written jointly with Earl Coddington) which.
techniques of analysis and differential equations have been generalized to the setting of Riemannian manifolds.
Many mathematicians have studied differential equations and contributed to the field, including Newton,
He worked both on ordinary differential equations and on partial differential equations studying abelian integrals,
His research was mostly on second order ordinary differential equations, see for details.
integrating factors for differential equations.
He attended a course on potential theory given by Oliver Kellogg which gave him a good understanding of differential equations.
His idea was to use a topological- functional approach to the study of differential equations.
introducing in part the differential equations for their motion.
designed by Vannevar Bush specifically to integrate systems of ordinary differential equations.
He added important results to the relationship between first order partial differential equations and the calculus of variations.