Hvad er oversættelsen af " SOLUTIONS OF DIFFERENTIAL EQUATIONS " på dansk?

• løsninger af differentialligninger
• opløsninger af differentialligninger

Eksempler på brug af Solutions of differential equations på Engelsk og deres oversættelser til Dansk

He also worked on approximate solutions of differential equations and the history of mathematics.
Han har også arbejdet på at tilnærme opløsninger af differentialligninger og historie matematik.

Remez generalised Chebyshev- Markov characterisation theory and used it to obtain approximate solutions of differential equations.
Remez generelle Chebyshev- Markov karakterisering teori og brugt det for at opnå en tilnærmelsesvis opløsninger af differentialligninger.

In examining periodic solutions of differential equations Bendixson used methods based on continued fractions.
I behandlingen af periodiske løsninger af differentialligninger Bendixson anvendt metoder baseret på fortsat fraktioner.

Vallée Poussin's first mathematical research was on analysis, in particular concentrating on integrals and solutions of differential equations.
Vallée Poussin's første matematiske forskning blev på analyse, især koncentrerer sig om integrals og løsninger af differentialligninger.

Fuchs also investigated how to find the matrix connecting two systems of solutions of differential equations near two different points.
Fuchs også undersøgt, hvordan man kan finde den matrix, der forbinder to systemer af opløsninger af differentialligninger i nærheden af to forskellige punkter.

He was awarded a doctorate by Göttingen in February 1901 for a dissertation, supervised by Hilbert, Über den analytischen Charakter der Lösungen von Differentialgleichungen On the analytic character of solutions of differential equations.
Han blev tildelt en doktorgrad ved Göttingen i februar 1901 for en afhandling, som overvåges af Hilbert, Über den analytischen karakter, der Lösungen von Differentialgleichungen På den analytiske karakter af opløsninger af differentialligninger.

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.
Osgood's vigtigste arbejde var om konvergensen sekvenser af løbende opgaver, løsninger af differentialligninger, calculus varianter og rumfart påfyldning kurver.

An idea from this work, in which he constructed a function using successive approximations, led Emile Picard to his existence proof for solutions of differential equations.
En ide fra dette arbejde, hvor han bygget en funktion ved hjælp af successive tilnaermelsesvise førte Emile Picard til hans eksistens bevis for løsninger af differentialligninger.

He considered linear equations with constant coefficients, second order differential equations with variable coefficients, power series solutions of differential equations, a method of variation of constants, integrating factors, a method of approximating solutions, and many others.
Han betragtes lineære ligninger med konstante koefficienter, anden rækkefølge differentialligninger med variable koefficienter, magt række løsninger af differentialligninger, en metode til variation af konstanter, der integrerer faktorer, en metode til at tilnærme løsninger, og mange andre.

Nikodym 's name is mostly known in measure theory( e. g. the Radon- Nikodym theorem and derivative, the Nikodym convergence theorem, the Nikodym- Grothendieck boundedness theorem), in functional analysis( the Radon- Nikodym property of a Banach space, the Frechet- Nikodym metric space, a Nikodym set), projections onto convex sets with applications to Dirichlet problem, generalized solutions of differential equations, descriptive set theory and the foundations of quantum mechanics.
Nikodym's navn er primært kendt under foranstaltning teori(fx Radon-Nikodym sætning og derivater, Nikodym konvergens sætning, Nikodym-Grothendieck boundedness sætning), funktionel analyse(Radon-Nikodym formuen i en Banach rummet, Frechet-Nikodym metriske rum, et Nikodym sæt), fremskrivninger på konvekse sæt med ansøgninger til Dirichlet problem, generaliserede løsninger af differentialligninger, beskrivende sæt teori og grundlaget for Kvantemekanik.

His most original contribution was the numeric-analytic method for the study of periodic solutions of differential equations with periodic right hand side.
Hans mest originale bidrag var det numeriske-analytisk metode til undersøgelse af periodiske løsninger af differentialligninger med periodiske højre side.

He examined his contact transformations considering how they affected a process due to Jacobi of generating further solutions of differential equations from a given one.
Han undersøgte hans kontakt omdannelser overvejer, hvordan de ramte en proces på grund af Jacobi at generere yderligere opløsninger af differentialligninger fra et givet én.

His Institute rapidly became a centre for research into areas such as probability, statistics, numerical solutions of differential equations, elasticity and aerodynamics.
Hans institut blev hurtigt et center for forskning i områder som sandsynlighed, statistik, numeriske løsninger af differentialligninger, elasticitet og aerodynamik.

Petryshyn writes in: His most original contribution was the numeric-analytic method for the study of periodic solutions of differential equations with periodic right hand side.
Petryshyn skriver i: Hans mest originale bidrag var det numeriske-analytisk metode til undersøgelse af periodiske løsninger af differentialligninger med periodiske højre side.

Solution of differential equations by the power series method 2.
Løsning af differentialligninger ved potensrækkemetoden 2.

FEniCS is a free application for automated solution of differential equations.
FEniCS er et gratis program til automatiseret là ̧sning af differentialligninger.

Sintsov's main areas of interest were in the theory of conics and applications of this geometrical theory to the solution of differential equations and to the theory of nonholonomic differential geometry.
Sintsov vigtigste områder af interesse var i teorien om conics og applikationer af denne geometriske teori til løsning af differentialligninger og til teorien om nonholonomic Differentialgeometri.

This book is very much in the spirit of the modern Russian school concerned with the so-called constructive theory of functions, approximative methods for the solution of differential equations, and so forth.
Denne bog er i høj grad i overensstemmelse med ånden i det moderne russisk skole beskæftiger sig med såkaldt konstruktiv teori om funktioner, skønsvise metoder til løsning af differentialligninger, og så videre.

Boole had begun to correspond with De Morgan in 1842 and when in the following year he wrote a paper On a general method of analysis applying algebraic methods to the solution of differential equations he sent it to De Morgan for comments.
Boole var begyndt at svare med De Morgan i 1842 og når i det følgende år skrev han et dokument om en generel analysemetode anvende algebraiske metoder til løsning af differentialligninger han sendte det til De Morgan for kommentarer.

Apr 15 in Educational& Science Software, Math Software Linux read more FEniCS 1.3.0 FEniCS is a free application for automated solution of differential equations. We provide software tools for working with computational meshes, finite element variational formulations of PDEs, ODE solvers and linear algebra. FEniCS is organized as a.
Apr 15 I Uddannelsesmæssige og videnskab software, Matematik software Linux Læs mere FEniCS 1.3.0 FEniCS er et gratis program til automatiseret løsning af differentialligninger.& Nbsp; Vi leverer software-værktøjer til at arbejde med beregningsmæssige masker, finite element variational formuleringer af PDE'er, ODE solvers og lineær algebra. FEniCS.

In this paper criteria are given for determining conditions which guarantee the stability of numerical solutions of certain classes of differential equations.
I dette papir kriterier er givet til bestemmelse vilkår, der skal sikre stabiliteten af numeriske løsninger af visse klasser af differentialligninger.

He studied these special functions as arising from the solution of differential equations derived from the hypergeometric equation..
Han studerede disse specielle funktioner, som opstår i forbindelse med løsning af differentialligninger afledes af hypergeometric ligning.

However the war had ended before the machine came into service but it was still used for the numerical solution of differential equations as intended.
Men krigen var afsluttet, inden maskinen kom i brug, men det var stadig anvendes til numerisk løsning af differentialligninger som tilsigtet.

I proposed to Tamarkin that he think about the asymptotic solution of differential equations(i.e. stability, in the sense of Poincaré and Lyapunov) or the problem of equilibrium of a rectangular plate.
Jeg foreslog at Tamarkin, at han synes om den asymptotiske løsning af differentialligninger(dvs. stabilitet, i den forstand, Poincarés og Lyapunov) eller problemet med ubalance i en rektangulær plade.

It was designed for the specific task of compiling tables for the trajectories of bombs and shells to take over the calculations which McNulty and about 75 other women were carrying out. However the war had ended before the machine came into service but it was still used for the numerical solution of differential equations as intended.
Det var designet til den specifikke opgave at udarbejde tabeller for de vækstrater for både bomber og granater til at overtage de beregninger, som McNULTY og omkring 75 andre kvinder blev udfører. Men krigen var afsluttet, inden maskinen kom i brug, men det var stadig anvendes til numerisk løsning af differentialligninger som tilsigtet.

At the Massachusetts Institute of Technology he also worked on the differential analyser, an early type of mechanical computer developed by Vannevar Bush for obtaining numerical solutions to ordinary differential equations. Shannon published Mathematical theory of the differential analyzer in 1941.
På Massachusetts Institute of Technology han også arbejdet på forskellen analysator, en tidlig form for mekanisk computer udviklet af Vannevar Bush for at få numeriske løsninger på ordinære differentialligninger. Shannon offentliggjort Matematisk teori af forskellen analysator i 1941.

Lindelöf's first work in 1890 was on the existence of solutions for differential equations.
Lindelöf's første arbejde i 1890 var på eksistensen af løsninger til differentialligninger.

This problem, posed at the 1900 Congress, was on analytic solutions of elliptic differential equations.
Dette problem, som udgøres på 1900 kongressen, var på analytiske opløsninger af elliptisk differentialligninger.

Subsequently(in collaboration with I M Singer) he established an important theorem dealing with the number of solutions of elliptic differential equations.
Efterfølgende(i samarbejde med IM Singer) han er etableret en vigtig sætning beskæftiger sig med antallet af opløsninger af elliptisk differentialligninger.

There he lectured at the Collège de France on functions which are the solutions of first order differential equations.
Der han underviser ved Collège de France om funktioner, som er opløsninger af første orden differentialligninger.

Sådan bruges "solutions of differential equations" i en sætning

Analytical solutions of differential equations are very important for all researchers from different discipline.

Murphy, Brian T. (2001) Hyperasymptotic solutions of differential equations with singularities of arbitrary integer rank.

Haluak, C.A.: `Digital approximation of the solutions of differential equations using trapezoidal convolution', ITM-64, 1960.

Remarks on a general representation of solutions of differential equations of elliptic type. (Russian) Soobshch.

Asymptotic behavior and oscillatory character of bounded solutions of differential equations with deviating arguments // Ukr.

Stability of Bounded Solutions of Differential Equations with Small Parameter in a Banach Space // Ukr.

First, simple examples show that solutions of differential equations are, as a rule, ramifying analytic functions.

Orser, Wesley J., "Existence and approximation of periodic solutions of differential equations using functional analysis" (1966).