POLYHEDRA - oversættelse til Engelsk

• polyhedra

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

der er fundet en lille almindeliggørelse af Euler's Formel for at tage hensyn polyhedra under huller. Lhuilier's Formel er.
Simon Lhuilier(1750-1840), found a slight generalization of Euler's formula to take into account polyhedra having holes. Lhuilier's formula is.

bind 4 indeholder papirer om topologi af Polyhedra, differentialligninger, og mekanik.
while Volume 4 contains papers on the topology of polyhedra, differential equations, and mechanics.

San José State University Applet-magic. com Thayer Watkins Silicon Valley& Tornado Allé USA Den Euler karakteristiske I algebraisk topologi Euler's Formel for Polyhedra De regelmæssige polyhedra var kendt i det mindste siden tidspunktet for de gamle grækere.
José State University applet-magic. com Thayer WatkinsSilicon ValleyUSA The Euler Characteristic in Algebraic Topology Euler's Formula for Polyhedra The regular polyhedra were known at least since the time of the ancient Greeks.

Fnok henviser til et arbejde ved Arkimedes om semi-regelmæssige Polyhedra, Arkimedes selv henviser til et værk om antallet system, som han foreslog i Sandreckoner,
Pappus refers to a work by Archimedes on semi-regular polyhedra, Archimedes himself refers to a work on the number system which he proposed in the Sandreckoner,

obstruktion teorien Homotopiteori teorien imbeddability af Polyhedra i euklidisk rum,
obstruction theory, homotopy theory, imbeddability of polyhedra in Euclidean spaces,

han indsendt endnu et oplæg om polygoner og Polyhedra i 1812. Cauchy følte, at han var nødt til at vende tilbage til Paris, hvis han var at gøre et indtryk af matematiske forskning.
he submitted a further paper on polygons and polyhedra in 1812. Cauchy felt that he had to return to Paris if he was to make an impression with mathematical research.

bevægelser i systemer(1806), og polygoner og Polyhedra 1809.
and polygons and polyhedra 1809.

obstruktion teorien Homotopiteori teorien imbeddability af Polyhedra i euklidisk rum,
obstruction theory, homotopy theory, imbeddability of polyhedra in Euclidean spaces,

og mængder af Polyhedra og kuglen.
and volumes of polyhedra and the sphere.

Fnok henviser til et arbejde ved Arkimedes om semi-regelmæssige Polyhedra, Arkimedes selv henviser til et værk om antallet system, som han foreslog i Sandreckoner,
Pappus refers to a work by Archimedes on semi-regular polyhedra, Archimedes himself refers to a work on the number system which he proposed in the Sandreckoner,

STEVIN gav en interessant betragtning i dette arbejde af konstruktioner i forbindelse med polygoner og Polyhedra, bruger begrebet lighed,
Stevin gave an interesting account in this work of constructions related to polygons and polyhedra, using the concept of similarity,

Han skrev et vigtigt arbejde på Polyhedra i 1809(allerede nævnt ovenfor),
He wrote an important work on polyhedra in 1809(already mentioned above),

Dette arbejde gav en algebraisk klassificering af kort fra Polyhedra til kugler. Chern blev udnævnt til professor i geometri i Chicago i 1949,
This work gave an algebraic classification of maps from polyhedra to spheres. Chern was appointed professor of geometry at Chicago in 1949,

der kommer op med nogle helt oprindelige tredimensionale problemer med to af de»Archimedean Polyhedra" dem, nu kendt som den afkortede Tetrahedron og cuboctahedron.
coming up with some entirely original three-dimensional problems involving two of the'Archimedean polyhedra' those now known as the truncated tetrahedron and the cuboctahedron.

der kun er tretten konvekse ensartet Polyhedra(Archimedean solids)
a proof that there are only thirteen convex uniform polyhedra(the Archimedean solids)

STEVIN gav en interessant betragtning i dette arbejde af konstruktioner i forbindelse med polygoner og Polyhedra, bruger begrebet lighed,
Stevin gave an interesting account in this work of constructions related to polygons and polyhedra, using the concept of similarity,

Fra 1853 Kirkman begyndte et stort stykke arbejde på optællinger af Polyhedra, forlagsvirksomhed mange store papirer i Royal Society.
From 1853 Kirkman began a large piece of work on the enumeration of polyhedra, publishing many major papers in the Royal Society.

skrev til John Herschel tyder Cayley ønsket at forhindre offentliggørelsen, fordi han havde et papir i hans egen om Polyhedra.
wrote to John Herschel suggesting Cayley wanted to prevent publication because he had a paper of his own on polyhedra.

Jeg husker at gøre forskellige Polyhedra da jeg var omkring ti.
I remember making various polyhedra when I was about ten.

Undersøgelsen af dette tilbud til regelmæssige polyhedra fortsætter.
The survey of this proposition for regular polyhedra continues.