Bernoulli line percolation
Bernoulli line percolation is a scholarly work, published in 2019 in ''Stochastic Processes and their Applications''. The main subjects of the publication include exponential function, physics, Percolation, Markov chain Monte Carlo, mathematical physics, critical phenomena, connected component of a graph, exponential decay, component, Bernoulli's principle, biological function, interacting particle system, power law, node, mathematics, real line, line, and combinatorics. The authors introduce a percolation model on $\mathbb{Z}^d$, $d \geq 3$, in which the discrete lines of vertices that are parallel to the coordinate axis are entirely removed at random and independently of each other.