Demais tipos de produção bibliográfica
Número total de items: 12
2026
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NOVAES, DOUGLAS D.; ASCOLI, L. Growth estimate for the number of crossing limit cycles in planar piecewise polynomial vector fields. 2026.[ Google | Google Scholar ]
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SILVA, A.; GRAMA, L. A. S.; NOVAES, DOUGLAS D.; TUSCO, M. Q. Maxwell Strata in the sub-Riemannian problem on solvable, nonnilpotent regular three-dimensional Lie groups. 2026.[ Google | Google Scholar ]
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CANDIDO, MURILO R.; NOVAES, DOUGLAS D.; RIVERA, J. S. G. Detecting Limit Tori in Non-Smooth Systems: An Analytic Approach with Applications to 3D Piecewise Linear Systems. 2026.[ Google | Google Scholar ]
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Boyd, Suzanne; Dehling, Herold; Schmoll, Martin; Stadlbauer, Manuel; Wolf, Christian From Ergodic Theory and Probability to Fractal Geometry and Dynamics: Themes in the Work of Manfred Denker. 2026.[ Google | Google Scholar ]
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Hernandez, G. J. A.; Stadlbauer, Manuel On fluctuations of the drift in hyperbolic groups. 2026.[ Google | Google Scholar ]
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BUZZI, C. A.; PANAZZOLO, DANIEL; DA SILVA, P. R. Piecewise Smooth Dynamical Systems Regularized by Convolution. 2026.[ Google | Google Scholar ]
2025
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CAPRIO, D. A.; Ali Messaoudi; TSOKANOS, I.; VALLE, G. Operators of stochastic adding machines and Julia sets, Artigo submetido para uma revista internacional. 2025.[ Google | Google Scholar ]
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CARMONA, V.; FERNÁNDEZ-SÁNCHEZ, FERNANDO; NOVAES, DOUGLAS D. Bounding the number of limit cycles in piecewise linear differential systems: methodology and worked examples.. 2025.[ Google | Google Scholar ]
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ARAKAKI, L. Q.; GOUVEIA, L. F. S.; NOVAES, DOUGLAS D. Normally hyperbolic limit tori near monodromic singularities in 3D polynomial vector fields. 2025.[ Google | Google Scholar ]
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SAAVEDRA, M.; Stadlbauer, Manuel On Spaceability within Linear Dynamics. 2025.[ Google | Google Scholar ]
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GASULL, A.; RONDÓN, GABRIEL; SILVA, P.R. da SIMULTANEOUS BIFURCATION OF LIMIT CYCLES FOR PIECEWISE HOLOMORPHIC SYSTEMS. 2025.[ Google | Google Scholar ]
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SILVA, C. V. N.; SILVA, P. R. ON THE PIECEWISE HOLOMORPHIC SYSTEMS WITH THREE ZONES. 2025.[ Google | Google Scholar ]