A new class of solutions to the van Dantzig problem, the Lee–Yang property, and the Riemann hypothesis

The purpose of this paper to carry out an in-depth analysis the intriguing van Dantzig problem. We start by observing that celebrated Lee–Yang property and Riemann hypothesis can be both rephrased in terms problem, and, more specifically, functions Laguerre–Pólya class. Motivated these facts, we proceed identifying several non-trivial closure properties enjoyed set solutions Not only does revisit but also, means probabilistic techniques, deepens fascinating intensive studies continue providing a new class entire are also characterize pair corresponding random variables. Finally, investigate possibility ξ function belongs