On A. Weil's explicit formula.
On abelian varieties associated with elliptic curves with complex multiplication
On absolute (j, ε)-normality in the rational fractions with applications to normal numbers
On addition of two distinct sets of integers
What is the structure of a pair of finite integers sets A,B ⊂ ℤ with the small value of |A+B|? We answer this question for addition coefficient 3. The obtained theorem sharpens the corresponding results of G. Freiman.
On addition of two distinct sets of integers
On addition of two sets of integers
On additive bases
On additive bases
On additive bases II
Let G be an additive finite abelian group, and let S be a sequence over G. We say that S is regular if for every proper subgroup H ⊆ G, S contains at most |H|-1 terms from H. Let ₀(G) be the smallest integer t such that every regular sequence S over G of length |S| ≥ t forms an additive basis of G, i.e., every element of G can be expressed as the sum over a nonempty subsequence of S. The constant ₀(G) has been determined previously only for the elementary abelian groups. In this paper, we determine...
On additive bases with two elements
On additive decompositions of the set of quadratic residues modulo p
On additive functions
On additive functions having a non-decreasing normal order
On additive functions with a non-decreasing normal order
On additive h-bases for n
On additive number-theoretical functions with values in a compact Abelian group.
On additive properties of two special sequences
On adele rings of arithmetically equivalent fields
On ...-Adic Representations Attached to Modular Forms.
On algebraic functions satisfying a class of functional equations.