Примери за използване на Dirichlet на Английски и техните преводи на Български
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The Dirichlet Principle.
On a class of Dirichlet.
The Dirichlet Principle.
Automorphic functions, Dirichlet series.
The Dirichlet problem with Poincaré Emile Picard.
Klein, Fricke, Hurwitz,Hecke, Dirichlet, Dedekind.
With Dirichlet began the golden age of mathematics in Berlin.
He then studied at Berlin with Dirichlet and Steiner.
In 1855 Dirichlet left Berlin to succeed Gauss at Göttingen.
The quieter life in Göttingen seemed to suit Dirichlet.
In Paris by May 1822, Dirichlet soon contracted smallpox.
Important parts of mathematics were influenced by Dirichlet.
Uncharted territory. The Dirichlet tessellations have something to tell us.
Dirichlet taught German to Foy's wife and children.
Weierstrass, however, showed that there was a problem with the Dirichlet Principle.
Dirichlet gave German lessons to the wife and children of Foy.
For his habilitation thesis Courant again worked on the Dirichlet principle.
By the age of 16 Dirichlet had completed his school qualifications and was ready to enter university.
Cauchy's work itself was shown to be in error by Dirichlet who wrote of Cauchy's paper:-.
At the University of Berlin Weingarten attended lectures on potential theory given by Dirichlet.
Dugac shows that Dirichlet used the idea of a covering and a finite subcovering more explicitly than Heine.
Selberg's trace formula,Selberg's zeta function,… automorphic functions, Dirichlet series.
The Dirichlet Principle did not originate with Dirichlet, however, as Gauss, Green and Thomson had all made use if it.
Riemann moved from Göttingen to Berlin University in the spring of 1847 to study under Steiner,Jacobi, Dirichlet and Eisenstein.
He began his contributions to this topic in 1883 with a paper in which he used the Dirichlet principle to prove that a meromorphic function of two complex variables is a quotient of two entire functions.
Beurling worked on the theory of generalized functions, differential equation,harmonic analysis, Dirichlet series and potential theory.
Christoffel studied at the University of Berlin from 1850 where he was taught by Borchardt, Eisenstein, Joachimsthal,Steiner and Dirichlet.
The reciprocal of the zeta function may be expressed as a Dirichlet series over the Möbius function μ(n).
Between 1865 and 1871 Christoffel published four important papers on potential theory,three of them dealing with the Dirichlet problem.
In 1842 he bought a French translation of Gauss 's Disquisitiones arithmeticae and, like Dirichlet, he became fascinated by the number theory which he read there.