Distributed algebraic connectivity estimation for undirected graphs with upper and lower bounds
Distributed algebraic connectivity estimation for undirected graphs with upper and lower bounds is a scholarly work by Carlos Sagüés, Youcef Mezouar, and Karl Henrik Johansson, published in 2014 in ''Automatica''. The main subjects of the publication include Laplacian matrix, convergence, algebraic number, Laplace operator, algebra, graph, upper and lower bounds, algebraic graph theory, strongly connected component, multi-agent system, adjacency matrix, memristor, discrete mathematics, algebraic connectivity, combinatorics, and mathematics. The authors present a distributed algorithm for estimating the algebraic connectivity for undirected graphs with symmetric Laplacian matrices.