Difference sets and polynomials of prime variables
Difference sets and the primes
Differences of the partition function
Diophantine approximation with primes and powers of two.
Diophantine inequalities for the non-Archimedean line
Dirichlet theorems and prime number hypotheses of a conditional Goldbach theorem.
Distribution des nombres -libres dans de petits intervalles
Distribution of integer partitions with large number of summands
Distribution of integers that are sums of three squares of primes
Distribution of lattice points on hyperbolic surfaces
Let two lattices have the same number of points on each hyperbolic surface . We investigate the case when Λ’, Λ” are sublattices of of the same prime index and show that then Λ’ and Λ” must coincide up to renumbering the coordinate axes and changing their directions.
Distribution of the linear flow length in a honeycomb in the small-scatterer limit.
Distribution of the partition function modulo .
Distribution of zeros of Dirichlet L-functions and an explicit formula for ψ(t,χ)
Divisibility properties of the 5-regular and 12-regular partition functions.
Divisors in a Dedekind domain
Divisors, partitions and some new q-series identities
We obtain new q-series identities that have interesting interpretations in terms of divisors and partitions. We present a proof of a theorem of Z. B. Wang, R. Fokkink, and W. Fokkink, which follows as a corollary to our main q-series identity, and offer a similar result.
Durfee polynomials.
Dvě poznámky k teorii číselné
Easier Waring problems for commutative rings
Écarts entre nombres premiers successifs
Le théorème des nombres premiers dit que la distance entre deux nombres premiers consécutifs est, en moyenne, de l’ordre de . Récemment, D. Goldston, J. Pintz et C. Yıldırım sont parvenus à démontrer que la distance normalisée pouvait devenir arbitrairement petite, améliorant spectaculairement les résultats connus auparavant. Sous des hypothèses considérées comme raisonnables, ils parviennent à montrer que infiniment souvent. Leur méthode est une très jolie application d’idées inspirée par...