• Home
  • Search
  • Complexity function of jammed configurations of Rydberg atoms
  • Cite Icon3
  • https://doi.org/10.26493/1855-3974.3114.d47Copy DOI Icon

Complexity function of jammed configurations of Rydberg atoms

Show More
  • Abstract
  • PDF
  • Literature Map
  • References
  • Citations
  • Similar Papers
Abstract

In this article, we determine the complexity function (configurational entropy) of jammed configurations of Rydberg atoms on a one-dimensional lattice. Our method consists of providing asymptotics for the number of jammed configurations determined by direct combinatorial reasoning. In this way we reduce the computation of complexity to solving a constrained optimization problem for the Shannon's entropy function. We show that the complexity can be expressed explicitly in terms of the root of a certain polynomial of degree b, where b is the so-called blockade range of a Rydberg atom. Our results are put in a relation with the model of irreversible deposition of k-mers on a one-dimensional lattice.

Loading PDF

Cactus Communications logo

Copyright 2026 Cactus Communications. All rights reserved.