activity
20062026
most citedThe triangular theorem of eight and representation by quadratic polynomials

14 citations · 26 across the 9 of their papers we have counts for

collaborators

11 papers

math.NT2026

On -sumfree sequences

Daan van Berkel, Wieb Bosma

In this paper we explore the world of -sumfree sequences, primarily for and . Starting with increasing positive integers, build an infinite sequence by choosing a…

math.NT2025

Sums of nearest integer continued fractions with bounded digits:

Wieb Bosma, Alex Brouwers

Adapting Cantor set methods that were used by Hall and Hlawka for regular continued fractions, we prove that every real number can be obtained as the sum of two real numbers for wh…

math.NT2025

Using Walnut to solve problems from the OEIS

Wieb Bosma, Rene Bruin, Robbert Fokkink +3

We use the automatic theorem prover Walnut to resolve various open problems from the OEIS and beyond. Specifically, we clarify the structure of sequence A260311, which concerns run…

math.CO2024

Hoffman colorings of graphs

Aida Abiad, Wieb Bosma, Thijs van Veluw

Hoffman's bound is a well-known spectral bound on the chromatic number of a graph, known to be tight for instance for bipartite graphs. While Hoffman colorings (colorings attaining…

math.NT2017

A remarkable sequence related to and

Wieb Bosma, Michel Dekking, Wolfgang Steiner

We prove that five ways to define entry A086377 in the On-Line Encyclopedia of Integer Sequences do lead to the same integer sequence.

math.NT2016

Aliquot sequences with small starting values

Wieb Bosma

We describe the results of the computation of aliquot sequences with small starting values. In particular all sequences with starting values less than a million have been computed…