Add to ORKGAbstract. We exhibit, for any integer g ≥ 2, an infinite sequence A ∈ B2[g] such that lim supx→∞ A(x)√ x =
Introduction. An old conjecture of P. Erdős repeated many times with a prize offer states that the c...
AbstractAn infinite set of natural numbers is called aB3-sequence if all sumsa1+a2+a3withaj∈Aanda1⩽a...
We consider two quantities that measure complexity of binary strings: KM(x) is defined as the minus ...
AbstractImproving a result of Chen [A note on B2k-sequences, preprint] in this paper we prove that l...
Abstract: For h = 3 and h = 4 we prove the existence of infinite Bh sequences B with counting functi...
AbstractWe show the existence of an infinite Sidon sequence such that the number of elements in [1,N...
We use the probabilistic method to prove that for any positive integer g there exists an infinite B2...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers. Let k≥2 be a fixed...
AbstractA set A of nonnegative integers is called a Bh-sequence if all sums x1 + · · · + xh with xi ...
AbstractLet {S(n)}n⩾0 be an infinite sequence on {+1, −1}. In a previous paper, Morton and Mourant (...
Let a 1 < a 2 < … be an infinite sequence of positive integers and denote by R 2 (...
Abstract. We introduce a new counting method to deal with B2[2] sequences, get-ting a new upper boun...
Giegerich R, Ohlebusch E. An Implicit Representation of Infinite Sequences of Terms. Bulletin of the...
AbstractThis paper deals with sequences a1a2a3 ··· of symbols 0 and 1 with the property that they co...
We prove that under the extended Carleson's condition, a sequence (xn) ⊂ BH is linear interpolating ...
Introduction. An old conjecture of P. Erdős repeated many times with a prize offer states that the c...
AbstractAn infinite set of natural numbers is called aB3-sequence if all sumsa1+a2+a3withaj∈Aanda1⩽a...
We consider two quantities that measure complexity of binary strings: KM(x) is defined as the minus ...
AbstractImproving a result of Chen [A note on B2k-sequences, preprint] in this paper we prove that l...
Abstract: For h = 3 and h = 4 we prove the existence of infinite Bh sequences B with counting functi...
AbstractWe show the existence of an infinite Sidon sequence such that the number of elements in [1,N...
We use the probabilistic method to prove that for any positive integer g there exists an infinite B2...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers. Let k≥2 be a fixed...
AbstractA set A of nonnegative integers is called a Bh-sequence if all sums x1 + · · · + xh with xi ...
AbstractLet {S(n)}n⩾0 be an infinite sequence on {+1, −1}. In a previous paper, Morton and Mourant (...
Let a 1 < a 2 < … be an infinite sequence of positive integers and denote by R 2 (...
Abstract. We introduce a new counting method to deal with B2[2] sequences, get-ting a new upper boun...
Giegerich R, Ohlebusch E. An Implicit Representation of Infinite Sequences of Terms. Bulletin of the...
AbstractThis paper deals with sequences a1a2a3 ··· of symbols 0 and 1 with the property that they co...
We prove that under the extended Carleson's condition, a sequence (xn) ⊂ BH is linear interpolating ...
Introduction. An old conjecture of P. Erdős repeated many times with a prize offer states that the c...
AbstractAn infinite set of natural numbers is called aB3-sequence if all sumsa1+a2+a3withaj∈Aanda1⩽a...
We consider two quantities that measure complexity of binary strings: KM(x) is defined as the minus ...