Associate Professor
Aida Abiad Monge
Department / Institute
Group
EAISI Foundational
RESEARCH PROFILE
I work primarly in algebraic graph theory. I am for example interested in studying which properties of a graph can be deduced from its spectrum. My research interests also include combinatorial optimization and finite geometry.
Recent Publications
-
A switching method for constructing cospectral gain graphs
Discrete Mathematics (2024) -
Bordering of symmetric matrices and an application to the minimum number of distinct eigenvalues for the join of graphs
Linear Algebra and Its Applications (2023) -
Bounding the sum of the largest signless Laplacian eigenvalues of a graph
Discrete Applied Mathematics (2023) -
Cospectral mates for generalized Johnson and Grassmann graphs
Linear Algebra and Its Applications (2023) -
On inertia and ratio type bounds for the k-independence number of a graph and their relationship
Discrete Applied Mathematics (2023)
Current Educational Activities
Ancillary Activities
No ancillary activities