Programa de Pós-Graduação em Matemática

Produção Científica do Período de 2008 a 2025

Demais tipos de produção bibliográfica

Número total de items: 87

2025

  1. BRONZI, A. C.; DE ANDRADE, C. L. Generalized Doubly Parabolic Keller-Segel System with Fractional Diffusion. 2025.
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  2. FIDELES, CLAUDEMIR; ALMEIDA, C. A.; CENTRONE, L. Embedding theorems as a bridge between supertraces and supergeometry. 2025.
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  3. FIDELES, CLAUDEMIR; CENTRONE, L.; FERTUNANI, L. Graded Polynomial Identitie s of Null-Filiform Leibniz Algebras. 2025.
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  4. ALMEIDA, C. A.; FIDELES, CLAUDEMIR; CENTRONE, L. Superring Extensions and Fixed Subalgebra Structures. 2025.
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  5. ARAKAKI, L. Q.; NOVAES, DOUGLAS D. Strict increase in the number of normally hyperbolic tori in 3D polynomial vector fields. 2025.
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  6. LIMA, L.; RUFFINO, Paulo R. C. (arXiv:2501.01750, submetido) Decomposition of discontinuous flows of diffeomorphisms: jumpings, geometrical and topological aspects. 2025.
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2024

  1. Moura, A.; SILVA, C.; Brito, M. Reality determining subgraphs and strongly real modules. 2024.
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  2. Brito, M.; Moura, Adriano; SILVA, C. Totally ordered pseudo q-factorization graphs and prime factorization. 2024.
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  3. BRONZI, A.C.; MONDAINI, C. F.; ROSA, R. M. S. On the convergence of trajectory statistical solutions. 2024.
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  4. KNROS, J.; OLIVERA, C. H.; BATISTA, A. S. Quantitative particle approximation of nonlinear stochastic Fokker-Planck equations with singular kernel. 2024.
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  5. CORREA, J.; OLIVERA, C. H. From particle systems to the stochastic compressible Navier-Stokes equations of a barotropic fluid. 2024.
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  6. FIDELIS, CLAUDEMIR; SHESTAKOV, I.; KOSHLUKOV, PLAMEN Trace identities for Special Jordan Algebras. 2024.
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  7. LEDESMA, D. S. CURRENT-VALUED PROCESSES INDUCED BY DIFFUSIONS AND FOLIATED BROWNIAN MOTION. 2024.
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  8. CÂNDIDO, MURILO R.; NOVAES, DOUGLAS D.; SADRI, N. Invariant Tori and Periodic Orbits in the FitzHugh-Nagumo System. 2024.
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  9. CESPEDES, O. A. R.; NOVAES, DOUGLAS D. Limit cycles bifurcating from periodic integral manifold in non-smooth differential systems. 2024.
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  10. PEREIRA, P. C.; JEFFREY, M. R.; NOVAES, DOUGLAS D. Averaging theory and catastrophes: The persistence of bifurcations under time-varying perturbations. 2024.
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  11. BUZZI, C. A.; NOVAES, DOUGLAS D. A note on a recent attempt to solve the second part of Hilbert's 16th Problem. 2024.
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  12. CORREA, E. M. Prescribed mean curvature problems on homogeneous vector bundles. 2024.
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  13. CORREA, E. M.; GALINDO, G.; GRAMA, L. Bundle type sub-Riemannian structures on holonomy bundles. 2024.
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  14. SILVA JR, A. A.; GARCIA-FERNANDEZ, M.; LOTAY, J.; SÁ EARP, HENRIQUE N. Coupled G2-instantons. 2024.
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  15. SÁ EARP, HENRIQUE N.; SUAN, C.; SAAVEDRA, J. P. Laplacian coflows of G2-structures on contact Calabi--Yau 7-manifolds. 2024.
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  16. FOWDAR, U.; SÁ EARP, HENRIQUE N. Flows of SU(2)-structures. 2024.
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  17. LAZARI, H.; LOTAY, J.; SÁ EARP, H. N.; SVANES, E. Local descriptions of the heterotic SU(3) moduli space. 2024.
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  18. Santos, Marcelo M.; Chemetov, Nikolai V. A Family of Systems Including the Herschel-Bulkley Fluid Equations. 2024.
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2023

  1. OLIVERA, C. H.; CORREA, J. From Stochastic Hamiltonian Systems to Stochastic Compressible Euler Equation. 2023.
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  2. CORREA, J.; LONDONO, J.; Olivera, Ch. From Hamiltonian Systems to Compressible Euler Equation driven by additive Holder noise. 2023.
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  3. LEDESMA, Diego S. Notas de Aula de Topologia. 2023.
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  4. LEDESMA, Diego S. Notas de Aula de Álgebra Linear. 2023.
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  5. CAVENAGHI, L. F.; GRAMA, L. A. S.; MARTINS, RICARDO M.; NOVAES, DOUGLAS D. The complete dynamics description of positively curved metrics in the Wallach flag manifold SU(3)/T^2. 2023.
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  6. CORREA, E. M. Deformed Hermitian Yang-Mills equation on Rational Homogeneous Varieties. 2023.
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  7. CORREA, EDER M. t-Gauduchon Ricci-flat metrics on non-Kähler Calabi-Yau manifolds. 2023.
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  8. Cotterill, Ethan; Martins, R. V. Towards Brill--Noether theory for cuspidal curves. 2023.
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  9. Cotterill, Ethan; Nathan Kaplan; Renata Vieira Costa Cusps in C^3 with prescribed ramification. 2023.
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  10. FOWDAR, U.; SÁ EARP, H. N. Harmonic flow of quaternion-Kähler structures. 2023.
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  11. AGGARWAL, D.; HE, Y.; HEYES, E.; HIRST, E.; SÁ EARP, H. N.; SILVA, T. S. R. Machine-learning Sasakian and G2 topology on contact Calabi-Yau 7-manifolds. 2023.
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  12. REYES-CAROCCA, S.; SPEZIALI, P. Classifying compact Riemann surfaces by number of symmetries. 2023.
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  13. OLIVEIRA, J. G.; TOZONI, S. A. Optimal Approximation by Splines on the Torus. 2023.
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2022

  1. Olivera, Ch.; RICHARD, A.; Milica, Tomasevic Quantitative approximation of the Keller-Segel and Burgers equations by moderately interacting particles. 2022.
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  2. LEDESMA, Diego S. Notas de Aula de Geometria Plana. 2022.
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  3. LEDESMA, Diego S. Apostila de Cálculo I. 2022.
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  4. CÂNDIDO, MURILO R.; NOVAES, DOUGLAS D. On the stability of smooth branches of periodic solutions for higher order perturbed differential systems. 2022.
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  5. FADEL, D. G.; LOUBEAU, E.; MORENO, A. J.; SÁ EARP, H. N. Flows of geometric structures. 2022.
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  6. CAVENAGHI, LEONARDO F.; Grama, Lino; SPERANÇA, LLOHANN D. The Petersen--Wilhelm conjecture on principal bundles. 2022.
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  7. CATUOGNO, P. J.; LIMA, L.; RUFFINO, PAULO R. (ArXiv 2212.08866, submitted) Geometric decomposition of flows generated by rough path differential equations. 2022.
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  8. Catuogno, Pedro J.; P. C. Ruffino; LIMA, L. Geometric aspects of Young Integral: decomposition of flows. 2022.
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  9. Catuogno, Pedro J.; GOMES, A. O. Large deviations for Levy diffusions in the small noise regime. 2022.
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  10. Catuogno, Pedro J.; CASTREQUINI, R. A.; HERNANDEZ, A. E. M. An Itô-Wentzell formula for rough paths. 2022.
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  11. D. S. Ledesma; Catuogno, Pedro J. Weak solutions for stochastic differential equations with additive fractional noise. 2022.
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  12. BORGES FILHO, H. M.; KORCHMÁROS, GÁBOR; SPEZIALI, P. Plane curves with a large linear automorphism group in characteristic p. 2022.
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  13. REYES-CAROCCA, S.; SPEZIALI, P. Infinitely many Riemann surfaces with transitive action on Weierstrass points. 2022.
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  14. Walteir de Paula Ferreira; SPEZIALI, P. Optimal plane curves of degree q-1 over a finite field. 2022.
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2021

  1. LEDESMA, D. S. Notas de aula de Fundamentos da Matemática. 2021.
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  2. LEDESMA, D. S. Notas de Aula de Geometria Riemanniana. 2021.
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  3. LOTAY, J.; SÁ EARP, H. N. The heterotic G2 system on contact Calabi--Yau 7-manifolds. 2021.
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  4. LOUBEAU, E.; MORENO, A. J.; SÁ EARP, H. N. Harmonic Sp(2)-invariant G2-structures on the 7-sphere. 2021.
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  5. DWIVEDI, S.; LOUBEAU, E.; SÁ EARP, H. N. Harmonic flow of Spin(7)-structures. 2021.
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  6. LOTAY, J.; SÁ EARP, H. N.; SAAVEDRA, J. P. Flows of G2-structures on contact Calabi-Yau 7-manifolds. 2021.
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  7. CAETANO, F. G.; BARDON JUNIOR, S.; TORRES, R. S.; CUNHA, S. A.; RUFFINO, Paulo R. C.; Martins, L. E. B.; MOURA, F. A. (Qualis A2 na área) Football player dominant region determined by a novel model based on instantaneous kinematics variables. 2021.
    [ Google | Google Scholar ]

2020

  1. LEDESMA, Diego S. Apostila de geometria anaítica. 2020.
    [ Google | Google Scholar ]
  2. LEDESMA, Diego S. Notas de Aula de Topologia Algébrica. 2020.
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  3. COSTA, S. I.; MIYAMOTO, H. K.; SÁ EARP, H. N. Constructive Spherical Codes by Hopf Foliations. 2020.
    [ Google | Google Scholar ]

2019

  1. PONCE, G. Lyapunov stability and the Bernoulli property. 2019.
    [ Google | Google Scholar ]
  2. LOUBEAU, E.; SÁ EARP, H. N. Harmonic flow of geometric structures. 2019.
    [ Google | Google Scholar ]
  3. PORTILLA, L. E.; SÁ EARP, H. N. Instantons on Sasakian 7-manifolds. 2019.
    [ Google | Google Scholar ]
  4. BASTOS, P. P. Z.; KNUDSEN, R.; SANTOS, A. L. P.; SÁ EARP, H. N. A falsificação nas contas oficiais da Reforma da Previdência: o caso do Regime Geral de Previdência Social.. 2019.
    [ Google | Google Scholar ]
  5. BASTOS, P. P. Z.; KNUDSEN, R.; SANTOS, A. L. P.; SÁ EARP, H. N. O mito do custo fiscal e da regressividade da aposentadoria por tempo de contribuição. 2019.
    [ Google | Google Scholar ]
  6. BASTOS, P. P. Z.; KNUDSEN, R.; SANTOS, A. L. P.; SÁ EARP, H. N.; IBARRA, A. R. A Contabilidade Criativa na Reforma da Previdência e o Aumento da Pobreza: Novos Dados e Tréplica à Resposta Oficial.. 2019.
    [ Google | Google Scholar ]
  7. Catuogno, Pedro J.; GOMES, A. O. Moderate averaged deviations for a multi-scale system with jumps and memory. 2019.
    [ Google | Google Scholar ]

2018

  1. PONCE, G.; VARAO, R. Measure Rigidity for Leafwise Weakly Rigid Actions. 2018.
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  2. WEBER, JOA M-Polyfold Theory, AMS, Open Math Notes 201808.110774, 107pp. 2018.
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  3. WEBER, JOA Topological Methods in the Quest for Periodic Orbits, contratado pela EMS. 2018.
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  4. WEBER, JOA Introduction to Sobolev spaces, 71pp. 2018.
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  5. EUZEBIO, R.; VARÃO, RÉGIS Topological transitivity implies chaos for two-dimensional Filippov systems. 2018.
    [ Google | Google Scholar ]

2015

  1. NOVAES, DOUGLAS D. Regularization and minimal sets for nonsmooth dynamical systems. 2015.
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  2. BONA, J.; X. Carvajal; M. Panthee; M. Scialom Higher-order Hamiltonian Model for Unidirectional Water Waves. 2015.
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  3. A. Corcho Fernandez; BHATTARAI, S.; M. Panthee Well-posedness for multicomponent Schrodinger-gKdV systems and stability of solitary waves with prescribed mass. 2015.
    [ Google | Google Scholar ]
  4. RUFFINO, Paulo R. C. Equações diferenciais pantográficas: retardo proporcional (Arxiv 1405.6304). 2015.
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2014

  1. SANTOS, M. M. Campos log-lipschizianos e estrutura lagrangiana na dinâmica de fluidos. 2014.
    [ Google | Google Scholar ]
  2. Catuogno, Pedro J.; CASTREQUINI, R. A. On Young Systems. 2014.
    [ Google | Google Scholar ]

2013

  1. X. Carvajal; M. Panthee Sharp local well-posedness of KdV type equations with dissipative perturbations. 2013.
    [ Google | Google Scholar ]
  2. X. Carvajal; M. Panthee A note on local well-posedness of generalized KdV type equations with dissipative perturbations. 2013.
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  3. MOURA, F. A.; Martins, L. E. B.; ANIDO, R.; RUFFINO, Paulo R. C.; BARROS, R. M. L.; CUNHA, S. A. (Qualis A1 da área) A spectral analysis of team dynamics and tactics in Brazilian football. 2013.
    [ Google | Google Scholar ]

2012

  1. LINARES, F.; Panthee, M.; J. Drumond Silva On the Cauchy problem for a Boussinesq type system. 2012.
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  2. Jardim, Marcos; Prata, Daniela M. Pure resolutions of vector bundles on complex projective spaces. 2012.
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  3. GNERI, P. O.; Jardim, Marcos Derived categories of functors and Fourier-Mukai transform for quiver sheaves. 2012.
    [ Google | Google Scholar ]

2010

  1. SANTOS, M. M. Notas de Aula sobre Identicação de Cônicas e Quádricas. 2010.
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2008

  1. Firer, Marcelo; Panek, L. Códigos e Métricas. 2008.
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Arquivo gerado a partir dos currículos Lattes dos pesquisadores. Data do processamento: 02/06/2025 11:06:57
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