The Dirichlet is one of the most important theoretical achievements of marketing science. It provides insights into the distribution of consumer loyalties and is used widely in industry for ...

Composition operators and Dirichlet series are central topics within functional analysis that bridge operator theory, analytic number theory and complex analysis. At their core, composition operators ...

In Arthur Toth‘s, A Room for London competition entry, the main impetus for the use of computational geometry is the ease it introduces into computer-aided design and most importantly into ...

Transactions of the American Mathematical Society, Vol. 356, No. 3 (Mar., 2004), pp. 881-893 (13 pages) We consider various Hilbert spaces of Dirichlet series whose norms are given by weighted ℓ 2 ...

The study of Dirichlet forms and Markov processes in fractal geometry offers a robust framework for analysing irregular spaces that do not conform to classical Euclidean structures. Dirichlet forms ...

We prove the following form of Dirichlet's theorem for polynomial rings in one indeterminate over a pseudo algebraically closed field F. For all relatively prime polynomials a(X), b(X) ∈ F[X] and for ...