This paper presents some analytic methods for studying uniform hypergraphs. Its starting point is the spectral theory of 2-graphs, in particular, the largest and the smallest eigenvalues λ and λmin of 2-graphs. First, these two parameters are extended to weighted uniform hypergraphs; second, ...
Li, Analytic connectivity of k-uniform hypergraphs, arXiv:1507.02763 (2015)A. Chang, J. Cooper, W. Li, Analytic connectivity of k-uniform hypergraphs, arXiv:1507.02763v1.Wei Li, Joshua Cooper, and An Chang. Analytic connectivity of k-uniform hypergraphs. Linear and Multilinear Algebra, pages...
A. Chang, J. Cooper and W. Li, Analytic connectivity of k-uniform hypergraphs, arXiv:1507.02763 (2015)Wei Li, Joshua Cooper, and An Chang. Analytic connectivity of k-uniform hypergraphs. Linear and Multilinear Algebra, pages 1-13, 2016....