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Teoría de Matrices, Grafos y Aplicaciones
Coordinador: Hans Nina – hans.nina@uantof.cl – UA
On nonnegative matrices with prescribed eigenvalues and diagonal entries.
Jaime Alfaro Heimpeller
Universidad Católica del Norte
New Bounds for the Signless Laplacian Spread.
Enide Andrade
University of Aveiro
CIRCULANT MATRICES Combinatorial Aspects: Determinant, Permanent, Juggling.
Richard A. Brualdi
University of Wisconsin
Spectrum, signless Laplacian spectrum and Laplacian spectrum of the complementary prisms.
Paula Carvalho
University of Aveiro
Universal realizability of spectra with two positive eigenvalues.
Macarena Collao
Universidad Católica del Norte
Combinatorial Perron Parameters and Trees.
Geir Dahl
University of Oslo
On the distance Laplacian spectrum of graphs with clusters by adding edges.
Roberto C. Díaz
Universidad Católica del Norte
Realización de espectros extremales para matrices acíclicas.
Juan Carlos Egaña
Universidad Católica del Norte
On spectra Universally realizable.
Ana I. Julio
Universidad Católica del Norte
On line graphs with maximum energy.
Eber Lenes Puello
Universidad del Sinú
Realizable lists via the spectra of structured block matrices.
Cristina B. Manzaneda Herrera
Universidad Católica del Norte
Leslie and doubly Leslie nonnegative inverse eigenvalue problem.
Hans Nina Hooper
Universidad de Antofagasta
On the Faria’s inequality for α as an eigenvalue of Aα(G).
Germain Pastén Tabilo
Universidad Católica del Norte
Lexicographic polynomials of graphs.
Paula Rama
University of Aveiro
A lower bound for the energy of symmetric matrices and graphs.
María Robbiano
Universidad Católica del Norte
New lower bounds for the Randi¢ spread.
Jonnathan Rodríguez Zambrano
Universidad Católica del Norte
On the distance incidence energy and distance Laplacian-energy like of a grap.
Oscar Rojo
Universidad Católica del Norte
Complementarity eigenvalues of a graph.
David Sossa
Universidad de O’Higgins
Spectra realizable with prescribed diagonal entries.
Ricardo L. Soto
Universidad Católica del Norte
