Publications
FORTHCOMING PUBLICATIONS
29) M.M. de OLIVEIRA, S. G. Alves and S. C. Ferreira, "Symbiotic contact process in complex networks", in preparation.
28) M.M. de OLIVEIRA, "Phase transition of the stacked contact process", in preparation.
PUBLISHED PAPERS
27) M.N. Gonzaga, C.E. Fiore and M.M. de OLIVEIRA, "Quenched disorder in the contact process on sublattices" , Phys. Rev. E 99, 042146 (2019).
26)D. G. Ladeira and M.M. de OLIVEIRA,"Chaotic coexistence in a resource-consumer model" , Journal of Biological Systems 27, 1 (2019).
25) J.M. Encinas, H. Chen, M. M. de OLIVEIRA and C. E. Fiore, "Majority vote model with ancillary noise in complex networks", Physica A 516, 563 (2019).
24) P. R. Silveira, M. M. de OLIVEIRA and S. G. Alves, "Local vs. long-range infection in unidimensional epidemics", Frontiers in Physics 7, 17 (2019).
23) C.E. Fiore, M.M. de OLIVEIRA and J.A. Hoyos, "Temporal disorder in discontinuous non-equilibrium phase
transitions: general results", Phys. Rev. E 98, 032129 (2018).
22) J.M. Encinas, P. E. Harunari, M. M. de OLIVEIRA and C. E. Fiore, "Fundamental ingredients for the emergence of discontinuous phase transitions in the majority vote model", Sci. Reports 8, 9338 (2018).
21) M. M. de OLIVEIRA, M. G. E. da Luz and C. E. Fiore, "Finite-size scaling for discontinuous nonequilibrium phase transitions", Phys. Rev. E 97, 060101(R) (2018).
20) P. E. Harunari, M. M. de OLIVEIRA and C. E. Fiore, "Partial inertia induces additional phase transition in the majority
voter model", Phys. Rev. E 96, 042305 (2017).
19) M. M. de OLIVEIRA and R. Dickman, "The advantage of being slow: The quasineutral contact process", PLoS ONE 12(8): e0182672 (2017).
18) M.M. de OLIVEIRA and C. E. Fiore, "Effects of diffusion in competitive contact process on bipartite sublattices" , J. Stat. Mech. 053211 (2017). arXiv:1701.09184
17) M. M. de OLIVEIRA and C. E. Fiore, "Temporal disorder does not forbid discontinuous absorbing phase transitions in low
dimensional systems", Phys. Rev. E 94, 052138 (2016).arXiv:1603.08742 .
16) C.M.D. Solano, M. M. de OLIVEIRA and C. E. Fiore, "Comparing the influence of distinct kinds of temporal disorder in a low dimensional absorbing transition model", Phys. Rev. E 94, 042123 (2016).
15) M. M. de OLIVEIRA, S. G. Alves and S.C. Ferreira, "Continuous and discontinuous absorbing-state phase transitions on Voronoi-Delaunay random lattices", Phys. Rev. E 93, 012110 (2016) arXiv:1509.05231
14) M. M. de OLIVEIRA, M. G. E. da Luz and C. E. Fiore, "Generic finite size scaling for discontinuous nonequilibrium phase transitions into absorbing states", Phys. Rev. E 92, 062126 (2015). arXiv:1510.08707
13) M. M. de OLIVEIRA and R. Dickman, "Phase Diagram of the Symbiotic two-species contact process", Phys. Rev. E 90, 032120 (2014). arXiv:1407.1884
12) M. M. de OLIVEIRA and A. C. L. Almeida, "Testing for rational speculative bubbles in the Brazilian residential real-estate market", Contemporary Studies in Economic and Financial Analysis 96 (2014). arXiv:1401.7615
11) M. M. de OLIVEIRA, R. V. Santos and R. Dickman, "Symbiotic two-species contact process", Phys. Rev. E 86, 011121 (2012). pdf
10) M. M. de OLIVEIRA and R. Dickman, "Contact Process with Sublattice Symmetry-Breaking", Phys. Rev. E 84, 011125 (2011). pdf
9) R. Sander, M. M. de OLIVEIRA and S.C. Ferreira, "Quasi-stationary simulations of the directed percolation universality class in d = 3 dimensions", J. Stat. Mech. P08011 (2009). pdf
8) M. M. de OLIVEIRA, S. G. Alves, S.C. Ferreira and R. Dickman, "Contact Process on a Voronoi triangulation", Phys. Rev. E 78, 031133 (2008). pdf
7) M. M. de OLIVEIRA, and S.C. Ferreira, "Universality of the contact process with random dilution", J. Stat. Mech. P11001 (2008). pdf
6) M. M. de OLIVEIRA and R. Dickman, "Moment Ratios for the Pair Contact Process with Diffusion", Phys. Rev. E 74, 011124 (2006). pdf
5) M. M. de OLIVEIRA and R. Dickman, "Quasistationary Simulation: The Subcritical Contact Process", Braz. J. Phys. 36, 685 (2006). pdf
4) R. Dickman and M. M. de OLIVEIRA, "Quasistationary Simulation of the Contact process", Physica A 357, 134 (2005). pdf
3) M. M. de OLIVEIRA and R. Dickman, "How to Simulate the Quasistationary State", Phys. Rev. E 71, 016129 (2005). pdf
2) M. M. de OLIVEIRA and R. Dickman, "Quasi-Stationary Distributions for Heterogeneous Catalysis Models", Physica A 343, 525 (2004). pdf
1) M. M. de OLIVEIRA e G.A. Braga, "The phenomenum of Phase Transition in the edge percolation model in d-dimensions", Rev. Bras. Ens. Física 24, 448 (2002) (in portuguese). pdf
OTHERS
1) G.A. Braga, M. M. de OLIVEIRA, R. Sanchis e T. A. Schieber, "Percolação para principiantes" (Percolation for beginners) (in portuguese).
2) M.M. de Oliveira, , "Distribuições Quase-estacionárias em Modelos de Catálise Heterogênea" () M.Sc. Dissertation (in portuguese).
3) M.M. de Oliveira, , "Simulações de Sistemas com Estados Absorventes: Método e Aplicações" () PhD Thesis (in portuguese).