7 citations · 8 across the 4 of their papers we have counts for
5 papers
Coexistence of 1D and 2D topology and genesis of Dirac cones in the chiral Aubry-André model
Tiago V C Antão, Daniel A Miranda, Nuno M R Peres
We construct a one-dimensional (1D) topological SSH-like model with chiral symmetry and a superimposed hopping modulation, which we call the chiral Aubry-André model. We show that…
Path Cohomology of Locally Finite Digraphs,Hodge's Theorem and the -Lazy Random Walk
André Gomes, Daniel Miranda, Renata Possobon
The study of Markov chains on discrete spaces, such as digraphs, has captivated mathematicians in recent decades due to its interconnectedness with topology, geometry, dynamics, sp…
Invariance under quasi-isometries of subcritical and supercritical behaviour in the Boolean model of percolation
Cristian F. Coletti, Daniel Miranda, Filipe Mussini
In this work we study the Poisson Boolean model of percolation in locally compact Polish metric spaces and we prove the invariance of subcritical and supercritical phases under mm-…
Boolean Percolation on Doubling Graphs
Cristian F. Coletti, Sebastian P. Grynberg, Daniel Miranda
We consider the discrete Boolean model of percolation on graphs satisfying a doubling metric condition. We study sufficient conditions on the distribution of the radii of balls pla…
Control Theory for Semigroups over Local Fields
Marcelo Firer, Daniel Miranda
Let be a 1-connected, almost-simple Lie group over a local field and a subsemigroup of with non-empty interior. The action of the regular hyperbolic elements…