Примеры использования Weyl на Английском языке и их переводы на Русский язык
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Signed France Weyl.
My mentor, Dr. Weyl's the real expert.
Conversely, this operator may be recovered by the Weyl transform.
For this reason the Weyl tensor is also called the conformal tensor.
On Recovering Integro-Differential Operators from the Weyl Function.
The order of the Weyl group is equal to the number of Weyl chambers.
Frenkel was the first recipient of the Hermann Weyl Prize in 2002.
The Weyl tensor has the special property that it is invariant under conformal changes to the metric.
A uniqueness theorem of recovering potentials from the Weyl matrices is proved.
This gives rise to Weyl groups, i.e. to many(although not all) finite reflection groups.
For example, for the group GL(n)(or SL(n)),the Weyl group is the symmetric group Sn.
After the original music was written, the words were added by the Choral Association's poet, Joseph Weyl.
Arithmetic applications for estimates of Weyl sums of polynomials of increasing degree.
France Weyl, Association des Amis de la République Arabe Sahraouie Démocratique A/C.4/63/5/Add.27.
Type O regions, or conformally flat regions,are associated with places where the Weyl tensor vanishes identically.
The following explains the Weyl transformation on the simplest, two-dimensional Euclidean phase space.
The congress was attended by 800 people,including Noether's colleagues Hermann Weyl, Edmund Landau, and Wolfgang Krull.
However, the symmetries of the Weyl tensor imply that any eigenbivectors must belong to a four-dimensional subset.
Among Teichmüller's professors were Richard Courant, Gustav Herglotz, Edmund Landau, Otto Neugebauer and Hermann Weyl.
Thus, the Weyl tensor(at a given event) can in fact have at most four linearly independent eigenbivectors.
For his contributions to topological string theory and the ADHM construction he received the Hermann Weyl Prize in 2004.
Furthermore, the Weyl character formula gives the character(and in particular the dimension) of this representation.
She was described by Pavel Alexandrov, Albert Einstein, Jean Dieudonné,Hermann Weyl and Norbert Wiener as the most important woman in the history of mathematics.
Hermann Weyl and Richard Brauer traveled from Princeton and spoke with Wheeler and Taussky about their departed colleague.
In 1932 he went to Princeton University for a year as a Rockefeller Fellow,where he worked with Hermann Weyl, Oswald Veblen, and Solomon Lefschetz.
Hermann Weyl proved a basic result showing that this was equivalent to bounds for exponential sums formed from the sequence.
A reductive group over a local field has a Tits system(B, N),where B is a parahoric group, and the Weyl group of the Tits system is an affine Coxeter group.
According to Hermann Weyl, Fischer was an important influence on Noether, in particular by introducing her to the work of David Hilbert.
During her lifetime and even until today, Noether has been characterized as the greatest woman mathematician in recorded history by mathematicians such as Pavel Alexandrov,Hermann Weyl, and Jean Dieudonné.
Letter dated 18 September 2008 from France Weyl, Association des Amis de la République Arabe Sahraouie Démocratique to the Chairman of the Committee.