$\mathbf{Q}$-independence and the construction of $B_h$-sets of integers and lattice points

Abstract

This paper gives a simple $\mathbf{Q}$-vector space construction of finite $B_h$-sets of integers and lattice points.

Improvements and corrections; 9 pages

References in corpus (5)

• Constructions of Generalized Sidon Sets
• Multiplicative representations of integers and Ramsey's theorem
• Constructing Thick $B_h$-sets
• The third positive element in the greedy $B_h$-set
• The fourth positive element in the greedy $B_h$-set