Hvad er oversættelsen af " APPROXIMATION THEORY " på dansk?

• tilnærmelse teori

Eksempler på brug af Approximation theory på Engelsk og deres oversættelser til Dansk

Set the foundations of the Russian school of approximation theory.
Sæt af grundlaget for det russisk skole tilnærmelse teori.

His results concern the approximation theory of almost periodic functions.
Hans resultater vedrører tilnærmelse teori om næsten periodiske funktioner.

One of the themes which he worked on at UCLA was approximation theory.
Et af de temaer, som han arbejdede på ved UCLA blev tilnærmelse teori.

He investigated their wide applications in approximation theory in a series of three papers between 1969 and 1973.
Han undersøgte deres mange ansøgninger i tilnærmelse teori i en serie af tre papirer mellem 1969 og 1973.

In the 1950s Marchenko obtained important results in approximation theory.
I 1950'erne Marchenko opnået vigtige resultater i tilnærmelse teori.

His main work was on function theory and approximation theory, building on the results of Chebyshev, Zolotarev and Markov.
Hans vigtigste arbejde var på funktion teori og tilnærmelse teori, der bygger på resultaterne af Chebyshev, Zolotarev og Markov.

His main work was on the constructive theory of functions and approximation theory.
Hans vigtigste arbejde var på den konstruktive teori om funktioner og tilnærmelse teori.

We show the relation of Chebyshev's ideas in approximation theory to applied problems theory of mechanisms and computational mathematics.
Vi viser forholdet af Chebyshev's idéer i tilnærmelse teori til anvendt problemer teorien om mekanismer og computerkraft matematik.

Much of his work is on Fourier series and their singularities but he also contributed to approximation theory.
Meget af hans arbejde er på Fourier serier og deres singularities men han bidrog også til tilnærmelse teori.

Let's try together to create some kind of approximation theory to scientific criteria.
Lad os prøve sammen om at skabe en slags tilnærmelse teori til videnskabelige kriterier.

He gave a wonderful series of lectures on special functions, asymptotic analysis, and approximation theory.
Han gav et vidunderligt række forelæsninger om de særlige funktioner, asymptotiske analyse, og tilnærmelse teori.

In a short eleven year career Zolotarev produced fundamental work in approximation theory, quadratic forms, algebraic numbers and elliptic integrals.
I en kort elleve år lange karriere Zolotarev produceres grundlæggende arbejde i tilnærmelse teori, kvadratisk form, algebraisk tal og elliptisk integrals.

The topics he taught, rotating them from year to year, included calculus, algebra, mechanics, differential equations, complex variable, probability, number theory, potential theory, approximation theory, and function theory..
De emner, han lærte, roterende dem fra år til år, indgår kalkyle, algebra, mekanik, differentialligninger, komplekse variabel, sandsynlighed, talteori, potentielle teori, tilnærmelse teori, og funktion teori..

His ideas in set-theoretic topology, approximation theory, the theory of turbulent flow, functional analysis, the foundations of geometry, and the history and methodology of mathematics.
Hans idéer i set-theoretic topologi, tilnærmelse teorien, teorien om turbulent flow, funktionelle analyse af grundlaget for geometri og historie og metodologi for matematik.

In Tikhomirov studied Chebyshev's work on approximation theory and writes.
I Tikhomirov undersøgt Chebyshev's arbejde om tilnærmelse teori og skriver.

Chebyshev… set the foundations of the Russian school of approximation theory: we show the relation of Chebyshev's ideas in approximation theory to applied problems theory of mechanisms and computational mathematics.
Chebyshev… sæt af grundlaget for det russisk skole tilnærmelse teori: Vi viser forholdet af Chebyshev's idéer i tilnærmelse teori til anvendt problemer teorien om mekanismer og computerkraft matematik.

Other topics which Heawood wrote on were continued fractions, approximation theory, and quadratic residues.
Andre emner som Heawood skrev den blev videreført fraktioner, tilnærmelse teori, og kvadratisk restprodukter.

Andrei A Markov was a graduate of Saint Petersburg University(1878), where he began a professor in 1886. Markov's early work was mainly in number theory and analysis, continued fractions, limits of integrals, approximation theory and the convergence of series.
ATTENTION- Automatisk oversættelse fra engelsk version Andrei A Markov var en kandidat fra Sankt Petersborg Universitet(1878), hvor han begyndte en professor i 1886. Markov's tidlige arbejde blev hovedsagelig i talteori og analyse, fortsatte fraktioner, grænserne for integrals, tilnærmelse teori og konvergens i serien.

In order to compute tables of special functions, Luke needed to acquire expertise in approximation theory and in this way he was led to the main area of research on which he was to become a leading world expert.
For at beregne tabeller af specielle funktioner, Luke nødvendig for at erhverve ekspertise på tilnærmelse teori og på denne måde blev han ført til det vigtigste område for forskning, hvor han var at blive en førende verden ekspert.

Markov's early work was mainly in number theory and analysis, continued fractions, limits of integrals, approximation theory and the convergence of series.
Markov's tidlige arbejde blev hovedsagelig i talteori og analyse, fortsatte fraktioner, grænserne for integrals, tilnærmelse teori og konvergens i serien.

Schoenberg is noted worldwide for his realisation of the importance of spline functions for general mathematical analysis and in approximation theory, their key relevance in numerical procedures for solving differential equations with initial and/or boundary conditions, and their role in the solution of a whole host of variational problems.
Schoenberg er noteret på verdensplan for hans erkendelse af betydningen af spline-funktioner til generel matematisk analyse og i tilnærmelse teori, deres centrale betydning i numeriske procedurer til løsning af differentialligninger med indledende og/ eller randbetingelser, og deres rolle i løsningen af en lang række af variational problemer.

Further important texts published by him were his Borel tract on the Lebesgue integral(1916), approximation theory(1919), mechanics(1924), and potential theory 1937.
Yderligere vigtige tekster offentliggjort af ham var hans BOREL pjece om Lebesgue integrerende(1916), tilnærmelse teori(1919), mekanik(1924), og potentielle teori 1937.

These other areas include functional analysis and numerical analysis and within these topics he published papers on the theory of functions, the theory of complex variables, approximation theory in which he was particularly interested in using Bernstein polynomials, the calculus of variations, methods of finding approximate solutions to partial differential equations, and descriptive set theory..
Disse andre områder omfatter funktionel analyse og numerisk analyse og inden for disse emner, han offentliggjort papirer om teorien om funktioner, teorien om komplekse variabler, tilnærmelse teori, hvor han var særlig interesseret i at bruge Bernstein polynomier, calculus varianter, metoder til at finde en tilnærmelsesvis løsninger til partielle differentialligninger, og beskrivende sæt teorien..

Kober was a highly productive mathematician working on special functions, functional analysis(in this area Kober's Theorem is named after him), approximation theory and the theory of functions of a real variable.
Kober var en yderst produktive matematiker arbejder på særlige opgaver, funktionel analyse(i dette område Kober's Teorem er opkaldt efter ham), tilnærmelse teori og teorien for funktioner af en reel variabel.

He gave a wonderful series of lectures on special functions, asymptotic analysis, and approximation theory. Tragically, however, he died while still in Moscow.
Han gav et vidunderligt række forelæsninger om de særlige funktioner, asymptotiske analyse, og tilnærmelse teori. Tragisk nok, men han døde, mens den stadig i Moskva.

Exceptionally broad, the range of his work included beautiful and important contributions to the theory of linear inequalities and programming, approximation theory, convexity, combinatorics, algebraic geometry, number theory, algebra, function theory, and numerical analysis.
Undtagelsesvis brede, rækken af hans arbejde omfattede smukke og vigtige bidrag til teorien om lineære uligheder og programmering, tilnærmelse teori, convexity, kombinatorik, algebraisk geometri, talteori, algebra, funktion teori og numerisk analyse.

After mentioning the highly significant paper Analytic methods in probability theory which Kolmogorov published in 1938 laying the foundations of the theory of Markov random processes, they continue to describe:… his ideas in set-theoretic topology, approximation theory, the theory of turbulent flow, functional analysis, the foundations of geometry, and the history and methodology of mathematics.
Efter at nævne den meget betydelige papir analytiske metoder i sandsynlighedsteorien som Kolmogorov offentliggjort i 1938 om grundlaget for teorien om Markov tilfældige processer, de fortsætter med at beskrive:… hans idéer i set-theoretic topologi, tilnærmelse teorien, teorien om turbulent flow, funktionelle analyse af grundlaget for geometri og historie og metodologi for matematik.

In fact Chebyshev's interest both in the theory of mechanisms and in the theory of approximation stem from his 1852 trip.
Faktisk Chebyshev's interesse både i teori om mekanismer og i teorien om tilnærmelse stamceller fra hans 1852 fangstrejse.

Sådan bruges "approximation theory" i en sætning

Functional analysis and approximation theory in numerical analysis by Varga, R.

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Rao (Chennai) “ Tools and Techniques in Approximation Theory ”. 1.

This is the first monograph in Statistical Approximation Theory and Fuzziness.

Approximation theory digestion point, listing to be for London( TfL) roots.

J. ; Approximation Theory and Methods, Cambridge University Press, Cambridge, 1981.

Boris Shekhtman, who works on approximation theory and Banach space theory.

Lesɫaw Skrzypek, who works on approximation theory and Banach space theory.

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He has also worked on discrete approximation theory to stochastic PDEs.