On arithmetic in Mordell-Weil groups
On arithmetic progressions having only few different prime factors in comparison with their length
On arithmetic progressions of equal lengthsand equal products of terms
On arithmetic progressions on Edwards curves
Let and a,q ∈ ℚ. Denote by the set of rational numbers d such that a, a + q, ..., a + (m-1)q form an arithmetic progression in the Edwards curve . We study the set and we parametrize it by the rational points of an algebraic curve.
On arithmetic progressions on elliptic curves.
On arithmetic progressions with equal products
On arithmetic properties of the convergents of Euler's number
On arithmetic quotients of the Siegel upper half space of degree two
On Artin -functions for octic quaternion fields.
On Artin L-Functions Associated to Hilbert Modular Forms of Weight One.
On Artin's conjecture.
On Artin's Conjecture and Euclid's Algorithm in Global Fields.
On Artin-Verdier Duality for Function Fields.
On asymptotic constants related to products of Bernoulli numbers and factorials.
On asymptotic density and uniformly distributed sequences
Assuming Martin's axiom we show that if X is a dyadic space of weight at most continuum then every Radon measure on X admits a uniformly distributed sequence. This answers a problem posed by Mercourakis [10]. Our proof is based on an auxiliary result concerning finitely additive measures on ω and asymptotic density.
On asymptotically correlated -multiplicative functions.
On Automorphic Forms and Hodge Theory.
On Automorphic Forms on the Unitary Symplectic Group Sp (n) and SL2 (R).
On automorphic L-functions for the Jacobi group of degree one and a relation with L-functions for Jacobi forms.
On automorphism groups of -adic Schottky curves