Hvad er oversættelsen af " HYPERELLIPTIC " på dansk?

• hyperelliptiske

Eksempler på brug af Hyperelliptic på Engelsk og deres oversættelser til Dansk

Ratpoints- find rational points on hyperelliptic curves.
Ratpoints- find rationelle punkter på hyperelliptiske kurver.

The thesis studied hyperelliptic and related integrals in continued fractions.
Afhandlingen undersøgt hyperelliptiske og beslægtede integrals i fortsat fraktioner.

In 1890 Castelnuovo studied and classified algebraic surfaces with hyperelliptic prime sections.
I 1890 Castelnuovo undersøgt og klassificeret algebraisk overflader med hyperelliptiske prime sektioner.

Later in his career he studied the relations between hyperelliptic theta functions, irrational binary invariants, the Weddle surface and the Kummer surface.
Senere i sin karriere han studeret forholdet mellem hyperelliptiske Theta funktioner, irrationel binære invariants, Weddle overfladen og Kummer overflade.

In 1907 Enriques and Severi won the Prix Bordin from the French Academy of Sciences for a work on hyperelliptic surfaces.
I 1907 Enriques og Severi vandt Prix Bordin fra den franske videnskabsakademi for et arbejde på hyperelliptiske overflader.

Weierstrass published a full version of his theory of inversion of hyperelliptic integrals in his next paper Theorie der Abelschen Functionen in Crelle's Journal in 1856.
Weierstrass offentliggjort en fuld version af hans teori om inversion af hyperelliptiske integrals i hans næste papir Theorie der Abelschen Functionen i Crelle's Journal i 1856.

In this area he also won fame with the joint award of the Bordin prize to him and Severi in 1907 for work on hyperelliptic surfaces.
I 1907 Enriques og Severi vandt Prix Bordin fra den franske videnskabsakademi for et arbejde på hyperelliptiske overflader.

Bolza published The elliptic s-functions considered as a special case of the hyperelliptic s-functions in 1900 which related to work he had been studying for his doctorate under Klein.
Bolza offentliggjort elliptisk s-funktioner betragtes som et særligt tilfælde af hyperelliptiske s-funktioner i 1900 som relateret til arbejde, han havde været studerende for hans doktorafhandling under Klein.

In the second of the papers Thomae also showed that the roots of a polynomial can be expressed in terms of hyperelliptic theta functions.
I den anden af de papirer Thomae viste også, at rødderne i et polynomium kan udtrykkes i form af hyperelliptiske Theta funktioner.

Since he had missed the first semester of Klein 's advanced course on hyperelliptic functions, he decided not to attend the second half of the course but instead to wait for the start of an advanced course in the next academic year.
Da han havde gået glip af første halvår af Klein's avancerede kursus om hyperelliptiske funktioner, besluttede han ikke at deltage i anden halvdel af kurset, men i stedet at vente til starten af et avanceret kursus i det kommende skoleår.

In addition he taught some advanced courses such as elliptical functions, hyperelliptic functions, and invariant theory.
Ud han lært nogle avancerede kurser såsom elliptiske funktioner, hyperelliptiske funktioner, og invariant teori.

This paper did not give the full theory of inversion of hyperelliptic integrals that Weierstrass had developed but rather gave a preliminary description of his methods involving representing abelian functions as constantly converging power series.
Dette papir gav ikke det fulde teori om inversion af hyperelliptiske integrals at Weierstrass havde udviklet, men snarere gav en foreløbig beskrivelse af hans metoder, der involverer repræsenterer abelian funktioner, som konstant konvergerende magt serien.

He wrote an important text on elliptic functions in 1874 and another important textbook on hyperelliptic integrals four years later.
Han skrev en vigtig tekst om elliptiske funktioner i 1874 og en anden vigtig skoleeksempel på hyperelliptiske integrals fire år senere.

In addition he taught some advanced courses such as elliptical functions, hyperelliptic functions, and invariant theory. W Lorey, who was an undergraduate at Halle at the end of Wiltheiss' career, presents this rather disturbing image of his last lecture.
Ud han lært nogle avancerede kurser såsom elliptiske funktioner, hyperelliptiske funktioner, og invariant teori. W Lorey, der var en undergraduate på Halle i slutningen af Wiltheiss' karriere, præsenterer denne temmelig foruroligende billede af hans sidste forelæsning.

In this area he also won fame with the joint award of the Bordin prize to him and Severi in 1907 for work on hyperelliptic surfaces.
På dette område han også vandt berømmelse med den fælles tildeling af Bordin pris til ham og Severi i 1907 for arbejdet med hyperelliptiske overflader.

An important formula, which is still often used today, is Thomae's formula which expresses branch points of hyperelliptic curves in terms of hyperelliptic theta constants.
En vigtig formel, som stadig er ofte brugt i dag, er Thomae's formel, som udtrykker filial punkter i hyperelliptiske kurver i form af hyperelliptiske Theta konstanter.

His mathematics, very much in the English tradition of Cayley, studied applications of algebra to geometry, elliptic functions and hyperelliptic functions.
Hans matematik, meget langt i den engelske tradition for Cayley, studerede anvendelser af algebra til geometri, elliptisk funktioner og hyperelliptiske funktioner.

The research which Wiltheiss carried out was mostly in the area of abelian functions, in particular studying hyperelliptic functions and theta functions.
Den forskning, som Wiltheiss udført, var de fleste i området abelian funktioner, især studerer hyperelliptiske funktioner og Theta funktioner.

After teaching at a gymnasium in Freiburg for a year to qualify as a teacher, he found that he couldn't give up the idea of research so easily and he began working on hyperelliptic functions.
Efter undervisning på et gymnasium i Freiburg i et år at kvalificere sig som lærer, fandt han, at han kunne ikke opgive tanken om forskning så let, og han begyndte at arbejde på hyperelliptiske funktioner.

He thus enriched analysis and gave the complete solution of the two great questions of the transformation of hyperelliptic functions and of their complex multiplication.
Han har således beriget analyse og gav den komplette løsning af de to store spørgsmål i den omformning af hyperelliptiske funktioner og deres komplekse formering.

As Costabel writes in: He thus enriched analysis and gave the complete solution of the two great questions of the transformation of hyperelliptic functions and of their complex multiplication.
Som Costabel skriver i: Han har således beriget analyse og gav den komplette løsning af de to store spørgsmål i den omformning af hyperelliptiske funktioner og deres komplekse formering.

Hvordan man bruger "hyperelliptic" i en Engelsk sætning

Advanced Topics in Elliptic and Hyperelliptic Curves: 25.

be out the words on the hyperelliptic fact.

Handbook of Elliptic and Hyperelliptic Curve Cryptography, H.

Elliptic and Hyperelliptic Curves: a Practical Security Analysis.

Group Law Computations on Jacobians of Hyperelliptic Curves.

Rational points on hyperelliptic curves : recent developments.

Tangential Hilbert problem for perturbations of hyperelliptic Hamiltonian systems.

Hyperelliptic curve, divisor, signcryption, Lagrange’s in terpolation, distributed signcryption.

The Hyperelliptic Locus with Special Reference to Characteristic Two.

Classification of vector bundles of rank $2$2 on hyperelliptic curves.

Hvordan man bruger "hyperelliptiske" i en Dansk sætning

Hermite bidrog væsentligt til teorien for elliptiske og hyperelliptiske funktioner og til analytisk talteori, hvor han bl.a.