-color partitions with weighted differences equal to minus two.
Některé relace mezi kombinačními čísly
New identities for the Rogers-Ramanujan functions
New infinite families of Ramanujan-type congruences modulo 9 for overpartition pairs
Let denote the number of overpartition pairs of n. Bringmann and Lovejoy (2008) proved that for n ≥ 0, . They also proved that there are infinitely many Ramanujan-type congruences modulo every power of odd primes for . Recently, Chen and Lin (2012) established some Ramanujan-type identities and explicit congruences for . Furthermore, they also constructed infinite families of congruences for modulo 3 and 5, and two congruence relations modulo 9. In this paper, we prove several new infinite...
New Omega Theorems for Two Classical Lattice Points Problems.
New proofs of a theorem of Edmund Landau
New properties for the Ramanujan-Göllnitz-Gordon continued fraction
Nichteuklidische Gitterpunktprobleme und Gleichverteilung in linearen algebraischen Gruppen.
Nombre de points entiers dans une famille homothétique de domaines de
Non-degenerate Hilbert cubes in random sets
A slight modification of the proof of Szemerédi’s cube lemma gives that if a set satisfies , then must contain a non-degenerate Hilbert cube of dimension . In this paper we prove that in a random set determined by for , the maximal dimension of non-degenerate Hilbert cubes is a.e. nearly and determine the threshold function for a non-degenerate -cube.
Non-trivial solutions to a linear equation in integers
Normal polytopes, triangulations, and Koszul algebras.
Norms from certain extensions of
Note on a problem of Ruzsa
Note sur la partition des nombres
Note sur la question «Tout nombre pair est-il la somme de deux impairs premiers ?»
Note zum Wieferichschen Beweis der Darstellbarkeit der ganzen Zahlen durch neun Kuben
Notes on Waring's problem
Numbers representable by five prime squares with primes in an arithmetic progression