Participação em eventos
Número total de items: 1970
2026
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NOVAES, D. D. Number of crossing limit cycles in planar piecewise polynomial vector fields. 2026.[ Google | Google Scholar ]
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NOVAES, D. D. Growth estimate for the number of crossing limit cycles in planar piecewise polynomial vector fields. 2026.[ Google | Google Scholar ]
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TONON, D.J. Sliding Dynamics and Invariant Manifolds of 3D Piecewise Linear Systems with Parallel Tangency Lines. 2026.[ Google | Google Scholar ]
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REZENDE, A. C. Oscillation and monotonicity of the period function in piecewise linear systems. 2026.[ Google | Google Scholar ]
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REZENDE, A. C. Period Function in Planar Piecewise Hamiltonian Systems: Monotonicity and Critical Periods. 2026.[ Google | Google Scholar ]
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REZENDE, A. C. Simultaneous Hopf Bifurcations and a (3,5,3) Configuration of Limit Cycles in Piecewise Quadratic Systems. 2026.[ Google | Google Scholar ]
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REZENDE, A. C. Quadratic systems possessing an infinite elliptic-saddle or an infinite nilpotent saddle: Global geometry and bifurcation diagrams. 2026.[ Google | Google Scholar ]
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REZENDE, A. C. Classification of geometric and algebraic configurations of invariant parabolas and lines in quadratic differential systems. 2026.[ Google | Google Scholar ]
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REZENDE, A. C. Simultaneous Bifurcation and Coexistence of Limit Cycles in Piecewise Quadratic Systems. 2026.[ Google | Google Scholar ]
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Dias, F. S. Predadores vs. Presas: A Matemática da Sobrevivência?: Um mergulho no sistema Lotka-Volterra. 2026.[ Google | Google Scholar ]
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RUIZ, L. S. Secular evolution of a rigid body with fluid-filled cavity in the two-body problem. 2026.[ Google | Google Scholar ]
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EUZÉBIO, Rodrigo D A singularly perturbed approach to a class of non-smooth vector fields. 2026.[ Google | Google Scholar ]
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ITIKAWA, J. Global Centers in Some Families of Planar Hamiltonian Systems. 2026.[ Google | Google Scholar ]
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ITIKAWA, J. A bifurcation analysis in multi-parametric planar differential families. 2026.[ Google | Google Scholar ]
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Gonçalves, L.F. Limit cycles in a class of piecewise polynomial differential systems having the unit circle as their switching manifold. 2026.[ Google | Google Scholar ]
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LIMA, D. V. S. Cancellation of Invariant Sets via Spectral Sequences. 2026.[ Google | Google Scholar ]
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LIMA, D. V. S. Topological and Algebraic Structures of Singularity Collisions. 2026.[ Google | Google Scholar ]
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LIMA, D. V. S. Reeb graphs at the interface of topology and dynamics on singular spaces. 2026.[ Google | Google Scholar ]
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LIMA, D. V. S. Topological and Algebraic Structures of Singularity Collisions. 2026.[ Google | Google Scholar ]
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LIMA, D. V. S. Conley Theory for Singular Morse-Smale Flows on Stratified Manifolds. 2026.[ Google | Google Scholar ]
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LIMA, D. V. S. Topological Persistence of Circular Maps and Applications in the Dynamics of Vector Fields. 2026.[ Google | Google Scholar ]
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Varao, R. Folheações invariantes, expoentes de Lyapunov e rigidez dinâmica sob uma perspectiva de desintegração de medidas. 2026.[ Google | Google Scholar ]
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RODERO, A. L. Dulac functions in the study of monodromic singularities. 2026.[ Google | Google Scholar ]
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RODERO, A. L. Exploring the center and cyclicity problems of PSVF with cross-type switching region. 2026.[ Google | Google Scholar ]
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CARVALHO, T. de Piecewise smooth vector elds in applications with large hysteresis. 2026.[ Google | Google Scholar ]
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CARVALHO, T. de Bifurcations of piecewise smooth Lotka-Volterra systems with intermittent discontinuities. 2026.[ Google | Google Scholar ]
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REINOL, A. C. Uso da Robótica no Estudo de Transformações Geométricas no Plano. 2026.[ Google | Google Scholar ]
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REINOL, A. C. Estudo Qualitativo do Mais Simples Circuito Caótico Memristivo. 2026.[ Google | Google Scholar ]
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REINOL, A. C. Periodic Orbits, Invariant Tori and Hidden Attractors in Nonequilibrium Differential Systems. 2026.[ Google | Google Scholar ]
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RODRIGUES, D. S. Pharmacokinetic-Based Optimization of Dynamic PET Acquisition Protocols for Cancer Theranostics. 2026.[ Google | Google Scholar ]
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RODRIGUES, D. S. Modelagem Farmacocinética para Otimização de Protocolos de PET Dinâmico. 2026.[ Google | Google Scholar ]
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RODRIGUES, D. S. Apresentação ao Público sobre o CEPID CancerThera. 2026.[ Google | Google Scholar ]
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Braga, D. C. Existência de Toros Invariantes no Sistema de Muthuswamy-Chua-Ginoux. 2026.[ Google | Google Scholar ]
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SILVEIRA, M. R. da Persistence and cancellation determined by spectral sequences in the setting of Morse-Novikov theory. 2026.[ Google | Google Scholar ]
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SILVEIRA, M. R. da Persistence and Cancellation in circle-valued Morse theory via a spectral sequence analysis?. 2026.[ Google | Google Scholar ]
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B. Pires Asymptotic analysis of interacting urns with reinforcement on graphs. 2026.[ Google | Google Scholar ]
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DALBELO, T. M. Bi-Lipschitz Invariants in Singularity Theory: Lojasiewicz Exponent and Euler Obstruction. 2026.[ Google | Google Scholar ]
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DALBELO, T. M. Geometry Meets Dynamics: Newton Polyhedra in the Study of Vector Fields. 2026.[ Google | Google Scholar ]
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DALBELO, T. M. Polynomial differential systems in R3 having invariant weighted homogeneous surfaces. 2026.[ Google | Google Scholar ]
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PONCE, G. METRIC AND ERGODIC PROPERTIES OF PARTIALLY HYPERBOLIC DIFFEOMORPHISMS WITH TOPOLOGICAL NEUTRAL CENTER. 2026.[ Google | Google Scholar ]
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PEREIRA, P. C. C. R. Integral tori in non-autonomous planar differential equations via averaging theory.. 2026.[ Google | Google Scholar ]
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ALMEIDA, E. D. O-minimal theory: A tool to study the finiteness of limit cycles of piecewise vector fields. 2026.[ Google | Google Scholar ]
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RANGEL, B. Singularly perturbed fold-saddle singularity of planar piecewise smooth vector fields. 2026.[ Google | Google Scholar ]
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MACHADO, P. D. P. Algorithm for the Injectivity of Planar Polynomial Maps. 2026.[ Google | Google Scholar ]
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OLIVEIRA FILHO, C. L. N. Classification of quadratic systems using the Theory of Algebraic Invariants. 2026.[ Google | Google Scholar ]
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ARAÚJO, R. L. On the Integrability of Hamiltonian Systems: Analytical and Algebraic Approaches. 2026.[ Google | Google Scholar ]
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ARAKAKI, L. Q. On the number of normally hyperbolic limit Tori in 3D polynomial vector fields. 2026.[ Google | Google Scholar ]
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ARAKAKI, L. Q. New lower bounds for limit tori in 3D polynomial vector fields. 2026.[ Google | Google Scholar ]
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PEREZ, O. H. Generalized upper principal part of real planar polynomial vector fields. 2026.[ Google | Google Scholar ]
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ZIMMERMANN, M. Ergodic Optimization for Random Subshifts of Finite Type. 2026.[ Google | Google Scholar ]
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CARVALHO, Y. R. Limit cycles for planar systems with invariant algebraic curves. 2026.[ Google | Google Scholar ]
2025
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GOUVEIA, L. F. S. Study of Limit Cycle on non-Smooth Welander's Ocean Convenction Model. 2025.[ Google | Google Scholar ]
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CÂNDIDO, M. R. Detecting Canard Tori in Quadratic Jerk Systems via Higher-Order Averaging Theory. 2025.[ Google | Google Scholar ]
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CÂNDIDO, M. R. Theoretical Advances on Filippov and Hybrid Systems. 2025.[ Google | Google Scholar ]
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CÂNDIDO, M. R. Modelagem Matemática da Evasão no Ensino Superior: Algoritmos para Políticas Públicas. 2025.[ Google | Google Scholar ]
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TONON, D.J. Matemática em tudo: propostas de tratamento de câncer de próstata, HIV e epidemiologia através de sistemas dinâmicos suaves por partes. 2025.[ Google | Google Scholar ]
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TONON, D.J. Invariant manifolds of 3D piecewise linear systems with parallel tangency lines. 2025.[ Google | Google Scholar ]
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MESSIAS, M. Dynamics of time-reversal symmetric quadratic differential systems having an in- variant cylinder. 2025.[ Google | Google Scholar ]
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REZENDE, A. C. Minicurso sobre Introdução à Teoria Qualitativa das EDOs. 2025.[ Google | Google Scholar ]
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REZENDE, A. C. Analysis of the period function in a class of planar piecewise Hamiltonian systems. 2025.[ Google | Google Scholar ]
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REZENDE, A. C. Configuraciones geométricas y algebraicas de parábolas y rectas invariantes en sistemas diferenciales cuadráticos. 2025.[ Google | Google Scholar ]
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RUIZ, L. S. Secular evolution of a rigid body with fluid-filled cavity in the two-body problem. 2025.[ Google | Google Scholar ]
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RUIZ, L. S. Secular evolution of a rigid body with fluid-filled cavity in the two-body problem. 2025.[ Google | Google Scholar ]
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RUIZ, L. S. Tidal secular evolution and singular perturbation theory. 2025.[ Google | Google Scholar ]
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BUZZI, Claudio A The Lambda-Lema for Homoclinic Tangles of Piecewise Smooth Vector Fields. 2025.[ Google | Google Scholar ]
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BUZZI, Claudio A Usando equações diferenciais para determinar o instante da morte, modelar o amor de Romeu e Julieta e analisar a competição entre espécies. 2025.[ Google | Google Scholar ]
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BUZZI, Claudio A Ciclos limite em sistemas lineares por partes planares na classe 4-estrela-simétrico. 2025.[ Google | Google Scholar ]
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EUZÉBIO, Rodrigo D Asymptotic stability in a nonsmooth slow-fast climate system presenting boundaries. 2025.[ Google | Google Scholar ]
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EUZÉBIO, Rodrigo D Dynamics on Boundaries: A Study of a Climate Model and Theoretical Directions. 2025.[ Google | Google Scholar ]
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Meza-Sarmiento, I. S Foliations Raised by Quadratic-like Polynomial Submersions on the Real Plane and a Sharp Result on the Real Jacobian Conjecture. 2025.[ Google | Google Scholar ]
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Meza-Sarmiento, I. S Limit cycles of continuous-discontinuous piecewise linear Hamiltonian systems in R^2 separated by the curve y = sin x. 2025.[ Google | Google Scholar ]
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PESSOA, C. Persistent Limit Cycles from Periodic Annuli in Piecewise Hamiltonian Linear Differential Systems with Three-Zone. 2025.[ Google | Google Scholar ]
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PESSOA, C. Crossing Limit Cycles in piecewise vector fields with a central saddle and two lateral centers. 2025.[ Google | Google Scholar ]
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ITIKAWA, J. Correr para chegar ao mesmo lugar? Períodos, padrões e soluções periódicas em funções e em equações diferenciais no plano. 2025.[ Google | Google Scholar ]
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ITIKAWA, J. Some Results on the Determination of Limit Cycles in Certain Families of Polynomial Differential Systems in R2. 2025.[ Google | Google Scholar ]
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ITIKAWA, J. A new formula for limit cycle detection in some families of planar multi-parametric differential systems. 2025.[ Google | Google Scholar ]
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ITIKAWA, J. Um giro com Hilbert: os ciclos limites nas equações diferenciais do plano.. 2025.[ Google | Google Scholar ]
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ROBERTO, L. A. On the periodic orbits in the Henon-Heiles system perturbed by an analytic function. 2025.[ Google | Google Scholar ]
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Gonçalves, L.F. Trajectories at non-regular points in planar discontinuous piecewise linear differential systems with centers and a non-regular switching discontinuity. 2025.[ Google | Google Scholar ]
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Gonçalves, L.F. Limit cycles in a class of piecewise polynomial differential systems having the unit circle as their switching manifold. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. A Topological and Homotopical Framework for Singular Flows. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. Cancellation of Invariant Sets via Spectral Sequences. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. A dynamical approach for computing intersection homology. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. A dynamical approach for computing intersection homology. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. Dynamics and Intersection Homology of Surfaces with Conical Singularities. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. Teoria de Morse: quando Topologia, Análise e Sistemas Dinâmicos se encontram. 2025.[ Google | Google Scholar ]
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LIMA, D. V. S. Teoria de Morse: quando Topologia, Análise e Sistemas Dinâmicos se encontram. 2025.[ Google | Google Scholar ]
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VIELMA, G. A. R. Simultaneous bifurcation of limit cycles for Piecewise Holomorphic systems. 2025.[ Google | Google Scholar ]
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CARDIN, P. T. Minicurso: Resolução de Equações Polinomiais via Equações Diferenciais Ordinárias. 2025.[ Google | Google Scholar ]
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CARDIN, P. T. Periodic solutions for piecewise smooth Liénard equations with large damping. 2025.[ Google | Google Scholar ]
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CARDIN, P. T. Minicurso: Resolução de Equações Polinomiais via Equações Diferenciais Ordinárias. 2025.[ Google | Google Scholar ]
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SILVA, P.R. da Regularização de sistemas descontínuos por convolução. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Limit cycles bifurcating on double-reversible symmetric centers. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Topological equivalence at infinity of some planar vector fields and its principal part via Newton polytopes}. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. On the dynamical behavior of planar vector fields at infinity. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Topological equivalence at infinity of a planar vector field and its principal part defined through Newton polytope. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Studying the behavior at infinity of second order planar vector fields through Newton polytope. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Topological equivalence at in nity of second order planar vector elds and its upper principal part. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Topological equivalence at infinity of some planar vector fields and its principal part via Newton polytopes}. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Topological equivalence at in nity of second order planar vector elds and its upper principal part. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Topological equivalence at infinity of second order planar vector fields and its upper principal part. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Minicourse: Applications of Newton polyhedra in the study of planar vector fields. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Construindo Caminhos para o Futuro: A Pós-Graduação em Matemática. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Será que existem infinitos maiores do que outros?. 2025.[ Google | Google Scholar ]
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OLIVEIRA, R. D. S. Avaliadora dos trabalhos apresentados por estudantes de graduação no evento.. 2025.[ Google | Google Scholar ]
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Varao, R. A matemática como construção humana e suas consequências pedagógicas. 2025.[ Google | Google Scholar ]
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RODERO, A. L. Puiseux inverse integrating factors and Puiseux first integrals at monodromic singularities. 2025.[ Google | Google Scholar ]
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CARVALHO, T. de Singularly perturbed Hopf boundary equilibrium of planar piecewise smooth vector fields. 2025.[ Google | Google Scholar ]
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CARVALHO, T. de Bifurcations of Piecewise Smooth Lotka-Volterra Systems with Intermittent Discontinuities. 2025.[ Google | Google Scholar ]
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CARVALHO, T. de Canonical Forms of 3D Cusp-Fold Singularities and Its Unfolding. 2025.[ Google | Google Scholar ]
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CARVALHO, T. de Perturbação singular de um campo vetorial suave por partes com um equilíbrio de fronteira do tipo Hopf.. 2025.[ Google | Google Scholar ]
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CARVALHO, T. de Introduccion al Estudio Cualitativo de Ecuaciones Diferenciales Ordinarias. 2025.[ Google | Google Scholar ]
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VILLANUEVA, YOVANI A Análise térmica do satélite Libertad 2: um guia para previsão de temperatura dos CubeSats. 2025.[ Google | Google Scholar ]
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MEDRADO, J. C. R. ?Monodromy and Dulac?s problem for piecewise analytical planar vector fields?.. 2025.[ Google | Google Scholar ]
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MEDRADO, J. C. R. Generic bifurcation of symmetric two-zone piecewise vector fields on R3. 2025.[ Google | Google Scholar ]
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MEDRADO, J. C. R. Generic Bifurcation of Symmetric Two-Zone Piecewise Vector Fields on R³. 2025.[ Google | Google Scholar ]
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CRISTIANO, R. Modelagem e controle de um sistema de levitação aerodinâmica. 2025.[ Google | Google Scholar ]
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SILVA LIMA, M. F. The easiest polynomial differential system in R3 having an invariant elliptic paraboloid. 2025.[ Google | Google Scholar ]
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REINOL, A. C. Dynamics of time-reversal symmetric quadratic differential systems having an invariant cylinder. 2025.[ Google | Google Scholar ]
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RODRIGUES, D. S. Pharmacokinetic Modeling and AC Biosusceptometry for Cancer Theranostics. 2025.[ Google | Google Scholar ]
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RODRIGUES, D. S. Exploring the Inflection Point Symmetry of the Logistic Model To Achieve Population Estimation Growth of Human Glioblastomas. 2025.[ Google | Google Scholar ]
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RODRIGUES, D. S. Mathematical Modeling to Preclinical Cancer Research. 2025.[ Google | Google Scholar ]
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RODRIGUES, D. S. Pharmacokinetic-Based Optimization of Dynamic PET Acquisition Protocols for Cancer Theranostics. 2025.[ Google | Google Scholar ]
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RODRIGUES, D. S. Metabolismo Tumoral, Otimização de Protocolos e Análise de Dados em Pesquisa Oncológica. 2025.[ Google | Google Scholar ]
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GRADOS, A. M. J. Condiciones para la existencia y unicidad de la solución de ecuaciones diferenciales parciales de orden fraccionario. 2025.[ Google | Google Scholar ]
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FERNANDES, W. T. R. Análise da aplicação de uma proposta didática para o ensino de Matemática Financeira no ensino médio. 2025.[ Google | Google Scholar ]
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FERNANDES, W. T. R. O problema do centro-foco em sistemas planares de EDOs. 2025.[ Google | Google Scholar ]
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SILVEIRA, M. R. da Generalized Conley Index Theory via Covering Action on Invariant Sets. 2025.[ Google | Google Scholar ]
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Alarcon, B. Explorando a Matemática com Recursos Digitais Interativos ? Projeto REDMAT. 2025.[ Google | Google Scholar ]
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Alarcon, B. Explorando a Matemática com Recursos Digitais Interativos ? Projeto REDMAT. 2025.[ Google | Google Scholar ]
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Alarcon, B. Curso: Introdução ao ExeLearning, editor de REA gratuito. 2025.[ Google | Google Scholar ]
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Alarcon, B. Geogebra em 1 minuto: Estratégias de Ensino-Aprendizagem com Tecnologias Digitais no Projeto REDMAT. 2025.[ Google | Google Scholar ]
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Alarcon, B. uriosidades Matemáticas no Instagram: uma proposta do projeto REDMAT alinhada à BNCC. 2025.[ Google | Google Scholar ]
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Alarcon, B. Geogebra em 1 minuto: Estratégias de Ensino-Aprendizagem com Tecnologias Digitais no Projeto REDMAT. 2025.[ Google | Google Scholar ]
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CRUZ, D. H. Linhas de curvatura durante uma eversão com singularidades de um ovaloide. 2025.[ Google | Google Scholar ]
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CRUZ, D. H. Principal configuration of an eversion with singularities of Monge?s Ellipsoid. 2025.[ Google | Google Scholar ]
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B. Pires Multi-dimensional piecewise contractions are asymptotically periodic. 2025.[ Google | Google Scholar ]
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DALBELO, T. M. Toric varieties with isolated singularities and smooth normalization. 2025.[ Google | Google Scholar ]
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DALBELO, T. M. Toric varieties with isolated singularity and smooth normalization. 2025.[ Google | Google Scholar ]
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PEREIRA, W. F. The center-focus problem for a class of polynomial vector fields with invariant spheres. 2025.[ Google | Google Scholar ]
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CASTRO, M. M. On the structure of complex spectra and eigenfunctions of transfer and Koopman operators. 2025.[ Google | Google Scholar ]
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CASTRO, M. M. Building thermodynamic formalism for hyperbolic random dynamical systems. 2025.[ Google | Google Scholar ]
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SANTANA, P. H. R. On planar vector fields without invariant algebraic curves. 2025.[ Google | Google Scholar ]
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SANTANA, P. H. R. On the structural stability of Hilbert 16th Problem. 2025.[ Google | Google Scholar ]
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PENTEADO, M. S. Egressos do curso de Licenciatura em Matemática da UNESP-FEIS. 2025.[ Google | Google Scholar ]
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SÁNCHEZ, ANGELA C. T. Limit cycles of discontinuous piecewise hybrid rigid systems separated by a straight line. 2025.[ Google | Google Scholar ]
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SÁNCHEZ, ANGELA C. T. On the Number of Limit Cycles in Piecewise Hybrid Systems. 2025.[ Google | Google Scholar ]
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SÁNCHEZ, ANGELA C. T. Limit cycles of discontinuous piecewise differential systems formed by two rigid systems separated by a straight line. 2025.[ Google | Google Scholar ]
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PEREIRA, P. C. C. R. Invariant tori in polynomial systems: an extension of Hilbert?s 16th problem.. 2025.[ Google | Google Scholar ]
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PEREIRA, P. C. C. R. Exploring an extension of Hilbert?s 16th problem via Averaging Theory. 2025.[ Google | Google Scholar ]
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PEREIRA, P. C. C. R. Lower bounds and asymptotic behavior for an extension of Hilbert?s 16th problem.. 2025.[ Google | Google Scholar ]
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FERNANDES, V. C. Singular perturbation in filippovsystems: application to relay systems. 2025.[ Google | Google Scholar ]
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SANTOS JUNIOR, D. T. Conley Theory for Generalized Gutierrez-Sotomayor Flows and Applications. 2025.[ Google | Google Scholar ]
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RANGEL, B. Singularly perturbed saddle-fold singularity of planar piecewise smooth vector fields. 2025.[ Google | Google Scholar ]
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GUSSON, V. H. L. Isochronicity of centers on center manifolds for some 3D differential systems. 2025.[ Google | Google Scholar ]
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MACHADO, P. D. P. Algorithm for the injectivity of planar polynomial maps F = (f , g) : R^2 → R^2 satisfying Real Jacobian Conjecture. 2025.[ Google | Google Scholar ]
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MACHADO, P. D. P. Algoritmo para decidir se uma aplicação polinomial é injetiva ou não, no plano.. 2025.[ Google | Google Scholar ]
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OLIVEIRA FILHO, C. L. N. Breve estudo sobrea classificação de sistemas quadráticos. 2025.[ Google | Google Scholar ]
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OLIVEIRA FILHO, C. L. N. Breve estudo sobrea classificação de sistemas quadráticos. 2025.[ Google | Google Scholar ]
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MACHADO, I. J. R. QUANTO CUSTA VIVER? UMA ANÁLISE CRÍTICA DOS GASTOS, DO CONSUMO E DAS DESIGUALDADES ATRAVÉS DA MATEMÁTICA. 2025.[ Google | Google Scholar ]
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MACHADO, I. J. R. Modelagem com Equações Diferenciais: competição e coexistência em modelos populacionais. 2025.[ Google | Google Scholar ]
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MACHADO, I. J. R. TRAJETÓRIA EM PARÁBOLAS: EXPLORANDO O GRÁFICO DA FUNÇÃO QUADRÁTICA COM UMA CATAPULTA. 2025.[ Google | Google Scholar ]
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MACHADO, I. J. R. QUANTO CUSTA VIVER? UMA ANÁLISE CRÍTICA DOS GASTOS, DO CONSUMO E DAS DESIGUALDADES ATRAVÉS DA MATEMÁTICA. 2025.[ Google | Google Scholar ]
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ARAUJO, P. H. S. Modelo predador/presa: Lotka-Volterra e Holling/Tanner. 2025.[ Google | Google Scholar ]
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ARAÚJO, R. L. Por que não conseguimos integrar certas funções? - Uma motivação algébrica para o estudo qualitativo de EDOs. 2025.[ Google | Google Scholar ]
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ASCOLI, L. Growth and Distribution of Limit Cycles in Piecewise Polynomial Planar Vector Fields. 2025.[ Google | Google Scholar ]
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ASCOLI, L. Behavior of the number of Crossing Limit Cycles in Planar Piecewise Polynomial Vector Fields. 2025.[ Google | Google Scholar ]
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SANTOS, M. J. Piecewise Smooth Vector Fields where the Switching Manifold is a Double Discontinuous. 2025.[ Google | Google Scholar ]
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ARAKAKI, L. Q. Normally hyperbolic limit tori near monodromic singularities in 3D polynomial vector fields. 2025.[ Google | Google Scholar ]
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CALDAS, M. D. A. Sistemas dinâmicos em biologia celular: transição entre subtipos de câncer de mama. 2025.[ Google | Google Scholar ]
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CALDAS, M. D. A. Sistemas dinâmicos em biologia celular: transição entre subtipos de câncer de mama. 2025.[ Google | Google Scholar ]
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CALDAS, M. D. A. Results about structural stability and the existence of limit cycles for piecewise smooth linear differential equations separated by the unit circle. 2025.[ Google | Google Scholar ]
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CALDAS, M. D. A. Dynamical systems in cell biology: transition between breast cancer subtypes. 2025.[ Google | Google Scholar ]
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CALDAS, M. D. A. Bifurcation analysis in cell biology: transition between breast cancer subtypes. 2025.[ Google | Google Scholar ]
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ZIMMERMANN, M. Thermodynamic Formalism and Ergodic Optimization for Random Subshifts of Finite Type. 2025.[ Google | Google Scholar ]
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CARVALHO, Y. R. Piecewise smooth system with a nonregular switching curve via a nonlinear double-regularization. 2025.[ Google | Google Scholar ]
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CARVALHO, Y. R. The palomba economic model within the framework of piecewise-smooth Kolmogorov systems . 2025.[ Google | Google Scholar ]
2024
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NOVAES, D. D. A version of Hilbert's 16th Problem in higher dimensions and some results on bifurcation of invariant tori. 2024.[ Google | Google Scholar ]
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GOUVEIA, L. F. S. On the limit cycles of a quartic model for evolutionary stable strategies. 2024.[ Google | Google Scholar ]
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ANDRADE, K. S. Bifurcation of a boundary hyperbolic singularity in R³. 2024.[ Google | Google Scholar ]
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TONON, D.J. Generic one-parameter families of 3-dimensional Filippov Systems. 2024.[ Google | Google Scholar ]
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MESSIAS, M. Time-Periodic perturbation leading to chaos in a locally active memristor oscillator with a homoclinic connection. 2024.[ Google | Google Scholar ]
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MESSIAS, M. Global Dynamics and Bifurcation of Periodic Orbits and Invariant Tori in a Modified Nosé-Hoover Oscillator. 2024.[ Google | Google Scholar ]
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MESSIAS, M. Families of Nested Invariant Tori in Nonequilibrium Quadratic Differential Systems in ℝ^3. 2024.[ Google | Google Scholar ]
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REZENDE, A. C. Entre Matemática e Arte: a beleza dos retratos de fase. 2024.[ Google | Google Scholar ]
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REZENDE, A. C. Period function for a class of piecewise Hamiltonian systems in the plane. 2024.[ Google | Google Scholar ]
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REZENDE, A. C. Invariant ellipses in quadratic differential systems. 2024.[ Google | Google Scholar ]
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RUIZ, L. S. Tides and the global dynamics of the extended two-body problem. 2024.[ Google | Google Scholar ]
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RUIZ, L. S. The secular tidal evolution of a binary system in the viscous regime and singular perturbation theory. 2024.[ Google | Google Scholar ]
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RUIZ, L. S. The secular tidal evolution of a binary system in the viscous regime and singular perturbation theory. 2024.[ Google | Google Scholar ]
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BUZZI, Claudio A Melnikov analysis for a class of nonsmooth differential systems. 2024.[ Google | Google Scholar ]
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BUZZI, Claudio A Melnikov analysis for a class of nonsmooth differential systems. 2024.[ Google | Google Scholar ]
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BUZZI, Claudio A A note on a recent attempt to solve the second part of Hilbert?s 16th Problem. 2024.[ Google | Google Scholar ]
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