Mga halimbawa ng paggamit ng Elliptic functions sa Ingles at ang kanilang mga pagsasalin sa Tagalog
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He came to understand the necessary methods in elliptic function theory by studying transcripts of lectures by Gudermann.
In 1922 he headed a team preparing a table of elliptic functions.
The third topic to which Eisenstein made a major contribution was the theory of elliptic functions.
However, despite Jacobi's brilliant contributions to elliptic functions he did not have the field to himself.
his method for constructing elliptic functions applies beautifully to the simpler case of trigonometric functions. .
He radically transformed the theory of elliptic integrals to the theory of elliptic functions by using their inverse functions….
Developed his own independent analytic theory of elliptic functions, based on the technique of summing certain conditionally convergent series.
This was the first course that Weierstrass gave on elliptic functions and Königsberger's publication in 1917 was of considerable historical importance.
Jacobi's fundamental work on the theory of elliptic functions, which had so impressed Legendre,
He put this to one side to compete with Jacobi in the theory of elliptic functions, quickly writing several papers on the topic.
studied applications of algebra to geometry, elliptic functions and hyperelliptic functions. .
Later in has career he wrote some encyclopaedia articles on elliptic functions, functions of real
then a work by Jacobi on elliptic functions.
At first working on elliptic functions in the tradition of Abel
From 1846 to 1847 Eisenstein worked on elliptic functions and in the first of these years he was involved in a priority dispute with Jacobi.
later in his career du Val became interested in elliptic functions.
Riemann attended lectures that he gave on elliptic functions in that year and we comment below on possible interaction between Riemann and Eisenstein at this time.
made fundamental contributions to this theory of elliptic functions.
His early work must have been influenced by Weierstrass 's lectures on elliptic functions, for this was the topic of much of his early research.
would by attending courses, such as those by Riemann on abelian functions and elliptic functions.