Eksempler på brug af Elliptic functions på Engelsk og deres oversættelser til Dansk
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worked on the theory of elliptic functions and abelian integrals.
However his doctorate was obtained from Königsberg in 1854 where his dissertation was supervised by Richelot on elliptic functions.
later in his career du Val became interested in elliptic functions.
Hellinger on elliptic functions, Siegel on calculus and Szász.
Weil's most famous books include Foundations of Algebraic Geometry(1946) and Elliptic Functions According to Eisenstein and Kronecker 1976.
He made substantial contributions to the analytical theory of numbers and worked on elliptic functions, continued fractions,
relating to his work on elliptic functions.
discovered how to solve the quintic equation by means of elliptic functions.
In 1854 Betti showed that the quintic equation could be solved in terms of integrals resulting in elliptic functions.
the latter solving it using elliptic functions.
Soon after his appointment at Galway Dixon published his only textbook The Elementary Properties of Elliptic Functions 1894.
This was on the strength of some excellent mathematical papers on the calculation of elliptic functions, the first of which was The geometry of the elliptic equation which he published in 1858.
Hermite showed in 1858 that an algebraic equation of the fifth degree could be solved using elliptic functions.
Ramanujan used this numerical data to conjecture some remarkable properties some of which he proved using elliptic functions.
He came to understand the necessary methods in elliptic function theory by studying transcripts of lectures by Gudermann.
discussed using complex variables in elliptic function theory.
A year later he published Standard table of square roots and Jacobian Elliptic Function Tables.
Further applications of these methods to the arithmetic properties of elliptic functions, transcendence measures
The four courses were Introduction to the theory of analytic functions, Elliptic functions, Abelian functions, Calculus of variations or applications of elliptic functions.
But Jacobi also had remarkable new ideas about elliptic functions as Abel did quite independently