영어에서 Differential equations 을 사용하는 예와 한국어로 번역
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It also develops the theory of special functions and their related differential equations.
We're going to start embarking on higher order differential equations.
To run the Differential Equations Examples app, which lets you easily explore and run examples, type odeexamples.
The following year Clairaut studied the differential equations now known as'Clairaut's differential equations' and gave a singular solution in addition to the general integral of the equations. .
Read Online or Download Boundary Value Problems for Partial Differential Equations and Applications in Electrodynamics PDF.
Expanded asymptotics functionality, including relational operators and approximate solutions to integrals and differential equations.
He studied these special functions as arising from the solution of differential equations derived from the hypergeometric equation. .
Osgood's main work was on the convergence of sequences of continuous functions, solutions of differential equations, the calculus of variations and space filling curves.
Lexell did work in analysis on topics other than differential equations, for example he suggested a classification of elliptic integrals
And if you're taking differential equations, it might be on an exam.
For example he published Remarks on the elementary theory of differential equations as area of research in 1965 and A generalization of Laplace's transformation in 1966.
Infinitary analysis including its emerging branches, differential equations and the calculus of variations; and rational mechanics.
The semi-implicit Euler method can be applied to a pair of differential equations of the form.
His major results include the development of the theory of iterative and projective methods for the constructive solution of linear and nonlinear abstract and differential equations.
His doctorate was awarded in 1926 for a thesis entitled Ordinary Linear Homogeneous Differential Equations of Order n and the Related Expansion Problems.
Of course this meant that he was deeply involved in solving differential equations, and indeed he also wrote papers on this topic.
In examining periodic solutions of differential equations Bendixson used methods based on continued fractions.
I think it's reasonable to do one more separable differential equations problem, so let's do it.
I had never taken a course in physics, or calculus, or differential equations,” he wrote to Professor Lewin.
gauge theories involved deep and interesting nonlinear differential equations.