activity
20142026
most citedA network epidemic model with preventive rewiring: comparative analysis of the initial phase

43 citations · 108 across the 12 of their papers we have counts for

collaborators

12 papers

math.DS2026

Zero entropy cycles on trees: from Topology to Combinatorics and an application to star maps

D. Juher, F. Mañosas, D. Rojas

In this paper we give a fully combinatorial description of the zero entropy periodic patterns on trees. Unlike previously known characterizations of such patterns, our criterion is…

math.DS2026

Semialgebraic interior layers in root closures of bounded-height integer polynomials

Bernat Espigule, David Juher

Finite-degree root plots of bounded-height monic integer polynomials can exhibit gaps around interior points of their root closures. Outside the closed unit disk, these closures co…

math.DS2024★ 2 cited

Collinear Fractals and Bandt's Conjecture

Bernat Espigule, David Juher, Joan Saldaña

For a complex parameter outside the unit disk and an integer , we examine the -ary collinear fractal , defined as the attractor of the iterated function syste…

math.DS2023★ 1 cited

Characterization of the tree cycles with minimum positive entropy for any period

David Juher, Francesc Mañosas, David Rojas

Consider, for any integer , the set of all -periodic tree patterns with positive topological entropy and the set of all $…

math.DS2023

Entropy stability and Milnor-Thurston invariants for Bowen-Series-like maps

Ll. Alsedà, D. Juher, J. Los +1

We define a family of discontinuous maps on the circle, called Bowen-Series-like maps, for geometric presentations of surface groups. The family has parameters, where is…

q-bio.PE2022★ 11 cited

Saddle-node bifurcation of limit cycles in an epidemic model with two levels of awareness

David Juher, David Rojas, Joan Saldaña

In this paper we study the appearance of bifurcations of limit cycles in an epidemic model with two types of aware individuals. All the transition rates are constant except for the…