Weitere Beispiele werden automatisch zu den Stichwörtern zugeordnet - wir garantieren ihre Korrektheit nicht.
The set of all elliptic functions which share some two periods form a field.
One other question on the same subject What do you know about elliptic functions?"
Have you ever looked into the early history of the theory of elliptic functions?
At that time he worked on Weiershtrass theory of elliptic functions.
His works focus on elliptic functions and complex analysis.
"And what was that weird comment about studying the history of elliptic functions?
The "best models" can be very different from those taken directly from elliptic function theory.
Certain situations can be solved exactly by elliptic functions.
"What he actually asked me was if I had ever looked at the early history of the theory of elliptic functions.
It has two linearly independent solutions, called the periods of elliptic functions.
The remaining nine elliptic functions are easily built from the above three, and are given in a section below.
Königsberger's own research was primarily on elliptic functions and differential equations.
The sequence of dimensions can also be derived from the theory of elliptic functions.
However, his work is mainly related to elimination theory and to the theory of elliptic functions.
Three joint papers with Frobenius deal with the theory of elliptic functions.
Following his suggestion, Molien started to study linear transformations of elliptic functions.
He discovered a method for solving the quintic equation by using elliptic functions.
His 1892 textbook on applications of elliptic functions is of acknowledged excellence.
He worked on algebraic surfaces and later in his career became interested in elliptic functions.
Neville had a keen interest in elliptic functions, having taught the subject to postgraduate students at Reading since the 1920s.
The Weierstrass elliptic functions have several properties that may be proved:
The derivatives of the three basic Jacobi elliptic functions are:
One of the most useful classes of special functions are the elliptic functions.
The d occur in the series expansion for the Weierstrass's elliptic functions:
In 1876 he published a Treatise on Elliptic Functions, which was his only book.