Examples of 'hecke' in a sentence
Meaning of "hecke"
Hecke (noun) may refer to the German mathematician Erich Hecke or to the mathematical concept of Hecke operators, commonly used in number theory
How to use "hecke" in a sentence
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hecke
Hecke operators can be realized in a number of contexts.
A classical example is the product of two Hecke operators.
Hecke regards herself as a modern nomad.
The diamond operators form an abelian group and commute with the Hecke operators.
That geert van hecke deserves his place as the reigning dean of belgian chefs.
Carried out over integral ideals relatively prime to the modulus m of the Hecke character.
It also makes Hecke operators easier to work with.
Iwahori showed that the Hecke ring.
Hecke algebras are quotients of the group rings of Artin braid groups.
A Dirichlet character is a Hecke character of finite order.
Van Hecke found an ingenious way to play off the leg and thigh.
The mathematician Erich Hecke was dean of the faculty at the time.
Hecke curves and Hitchin discriminant.
The report by Mr Van Hecke is very close to my heart.
Mr Van Hecke has prepared an excellent report for which he deserves our thanks.
See also
Maass was a student of Erich Hecke.
Jan van den Hecke was a versatile artist working in many genres and techniques.
Jan van den Hecke.
He overtook Van Hecke and punched him and attacked his helmet during the race.
Portrait of PaulGustave Van Hecke and his wife Norine.
Representations of Hecke algebras led to discovery of quantum groups by Michio Jimbo.
He is also good friends with the Belgian chef Geert Van Hecke.
Hecke is a German surname.
Algebraic Hecke character.
Mr Van Hecke rightly calls for a more structured approach to this problem.
We compute the image of a Hecke operator:.
Johan Van Hecke introduced the report.
The term modular form, as a systematic description, is usually attributed to Hecke.
Madame Van Hecke presides over the cheese trolley.
However, anxiety is known to affect the autonomic nervous system, notes Van Hecke.
Hecke algebras Wiles.
In number theory in mathematics, the Hecke algebra is the algebra generated by Hecke operators.
Hecke operators may be studied geometrically, as correspondences connecting pairs of modular curves.
Then, we prove an equidistribution result for Hecke operators acting on the basic stratum.
A Hecke character χ of the Gaussian integers of conductor 1 is of the form.
After a hard campaign, Stefaan Van Hecke was elected.
In these terms, the Hecke operators admit the following geometrical interpretation.
And the representations of the corresponding commutative Hecke ring were studied by Ian G. Macdonald.
Van Hecke also owned art galleries, and was an early champion of surrealism.
Fortunately, I recognise the old Mr Van Hecke in the proposals based on this report.
In mathematics, a Hecke algebra is classically the algebra of Hecke operators studied by Erich Hecke.
He was a pupil of Abraham Hack, who also taught the prolific Jan van den Hecke.
Arthur Van Hecke > There are no works of art.
Therefore, it is also very common to only look at one-parameter Hecke algebras.
Algebras of Hecke operators are called " Hecke algebras ", and are commutative rings.
Given a modular form f ( z ) of weight k, the mth Hecke operator acts by the formula.
The Hecke algebra modulo 2.
Apartmenthaus Sybille Hecke price per day from €29.
Mr Van Hecke proposed a simple definition, for terrorist, read Muslim.
For the case of cusp forms, each Hecke eigenform ( newform ) corresponds to a cuspidal representation.
