Programa de Pós-Graduação em Matemática

Produção Científica do Período de 2008 a 2025

Apresentações de Trabalho

Número total de items: 605

2025

  1. Argenis Mendez; LINARES, FELIPE; PILOD, DIDIER Well-Posedness for the Extended Schrödinger-Benjamin-Ono System. 2025.
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  2. Olivera, Ch.; BATISTA, A. S.; KNROS, J. Quantitative particle approximation of nonlinear stochastic Fokker-Planck equations with singular kernel. 2025.
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  3. NOVAES, DOUGLAS D. Detecting and counting isolated invariant tori in vector fields. 2025.
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  4. NOVAES, DOUGLAS D. Limit tori in vector fields: detecting and counting. 2025.
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  5. NOVAES, DOUGLAS D. Degenerate Parabolic-Parabolic Singularities in Filippov Vector Fields: Lyapunov Coefficients and the Generalized Pseudo-Hopf Bifurcation. 2025.
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  6. DA SILVA, JOÃO VITOR; DOS PRAZERES, DISSON; SA, G. S.; RICARTE, GLEYDSON Regularity estimates for weighted quasilinear elliptic equations of p-Laplacian type. 2025.
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  7. DA SILVA, JOÃO VITOR; DOS PRAZERES, DISSON; SA, G. S.; RICARTE, GLEYDSON C Regularity in quasilinear models]{Regularity estimates for weighted quasilinear elliptic models of p-Laplacian type and applications. 2025.
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  8. DA SILVA, JOÃO VITOR; DOS PRAZERES, DISSON; SA, G. S.; RICARTE, GLEYDSON Improved regularity estimates for weighted quasilinear elliptic models. 2025.
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  9. DA SILVA, JOÃO VITOR; PRAZERES, D. S.; RICARTE, GLEYDSON; SA, G. S. Sharp and improved regularity estimates for Hardy-Hénon-type equations driven by p-Laplacian and applications. 2025.
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  10. DA SILVA, JOÃO VITOR; DOS PRAZERES, DISSON; RICARTE, GLEYDSON C; SA, G. S. Sharp regularity for weighted quasilinear elliptic models of p-Laplacian type. 2025.
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  11. RUFFINO, PAULO R. UFSC - Leibniz-Itô formula for Controlled Systems with jumps: applications on decomposition of flows. 2025.
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  12. SPEZIALI, P. The Hurwitz curve: a case study. 2025.
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2024

  1. Pastor, A. On nonlinear Schrödinger systems. 2024.
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  2. Pastor, A. On a nonlinear cubic NLS system in nonlinear optics. 2024.
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  3. Moura, Adriano A graph sufficient condition for reality of modules for quantum affine algebras. 2024.
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  4. Moura, Adriano On prime, real, and imaginary modules for quantum affine algebras. 2024.
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  5. Moura, Adriano A construction of imaginary modules for quantum affine algebras. 2024.
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  6. FISCELLA, ALESSIO The Brézis-Nirenberg problem driven by the sum of classical and fractional p-Laplacians. 2024.
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  7. FISCELLA, ALESSIO Double phase equations involving logarithmic and critical nonlinearities. 2024.
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  8. FISCELLA, ALESSIO A Brézis-Nirenberg typa problem driven by mixed local-nonlocal operators. 2024.
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  9. Argenis Mendez Long time asymptotics of large data in the Kadomtsev-Petviashvili models. 2024.
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  10. OLIVERA, CHRISTIAN; BATISTA, A. S.; KNROS, J. From particle systems to SPDE with trasnsport noise. 2024.
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  11. KOCHLOUKOVA, D. H. Higher dimensional algebraic fiberings of group extensions. 2024.
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  12. NOVAES, DOUGLAS D. Sliding Shilnikov dynamics in Filippov systems: applications and new perspectives. 2024.
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  13. NOVAES, DOUGLAS D. Some results on bifurcation of invariant tori and a version of Hilbert's 16th Problem in higher dimensions. 2024.
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  14. NOVAES, DOUGLAS D. A version of Hilbert's 16th Problem in higher dimensions and some results on bifurcation of invariant tori. 2024.
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  15. PLANAS, G. Decaimento de Soluções para as Equações de Navier-Stokes. 2024.
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  16. PLANAS, G. Decay rate in Sobolev critical spaces to solutions of some dissipative Systems. 2024.
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  17. PLANAS, G. On the decay of solutions for some nonlinear systems in critical spaces. 2024.
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  18. PLANAS, G. Some existence results for cell-fluid Navier-Stokes equations. 2024.
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  19. SÁ EARP, H. N.; FOWDAR, U.; FADEL, D. G.; LOUBEAU, E.; MORENO, A. J. Updates on flows of geometric structures. 2024.
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  20. MANFIO, F.; PRAZERES, D. S.; SÁ EARP, H. N.; TELICHEVESKY, M. Mesa redonda: A carreira de pesquisa em Matemática. 2024.
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  21. SÁ EARP, H. N. Vérités, infinis et paradoxes. 2024.
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  22. SÁ EARP, H. N.; LECLERC, X. A era da humanidade aumentada pela IA: mitos e realidades. 2024.
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  23. PELISSARI, R.; SUYAMA, R.; DUARTE, L. T.; SÁ EARP, HENRIQUE N. Comparação de Indicadores Adotados em Estratégias Nacionais de Inteligência Artificial. 2024.
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  24. SA EARP, HENRIQUE N. Estruturas geométricas na esfera. 2024.
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  25. DA SILVA, JOÃO VITOR; Tomilhero Frias, Romário Calderón-Zygmund estimates for the fully nonlinear obstacle problem with unbounded drift terms. 2024.
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  26. DA SILVA, JOÃO VITOR; BEZERRA JUNIOR, E. C.; Tomilhero Frias, Romário Optimal regularity for the obstacle problem for quasilinear elliptic equations of p−Laplacian type. 2024.
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  27. DA SILVA, JOÃO VITOR; BEZERRA JÚNIOR, ELZON C; Tomilhero Frias, Romário Sharp regularity for the obstacle problem for p-Laplacian type equations and applications. 2024.
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  28. DA SILVA, JOÃO VITOR; BEZERRA JÚNIOR, ELZON C; Tomilhero Frias, Romário Optimal regularity for a quasi-linear obstacle problem and applications. 2024.
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  29. DA SILVA, JOÃO VITOR; Tomilhero Frias, Romário Calderón-Zygmund estimates for the fully nonlinear obstacle problem with unbounded drift terms. 2024.
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  30. DA SILVA, JOÃO VITOR; BEZERRA JÚNIOR, ELZON C; Tomilhero Frias, Romário Sharp regularity for the obstacle problem for quasilinear elliptic equations. 2024.
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  31. DA SILVA, J. V.; Tomilhero Frias, Romário Calderón-Zygmund estimates for the fully nonlinear obstacle problem with unbounded ingredients. 2024.
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  32. DA SILVA, JOÃO VITOR Um passeio pela teoria de regularidade para EDPs elípticas de 2ª-ordem e seus temas relacionados. 2024.
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  33. DA SILVA, JOÃO VITOR Equações diferenciais parciais, interfaces e problemas de fronteiras livres. 2024.
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  34. DA SILVA, JOÃO VITOR; Tomilhero Frias, Romário; BEZERRA JÚNIOR, ELZON C Sharp regularity estimates for the obstacle problem for quasilinear elliptic models. 2024.
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  35. DA SILVA, JOÃO VITOR; Tomilhero Frias, Romário Calderón-Zygmund estimates for a fully nonlinear obstacle problem with unbounded ingredients. 2024.
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  36. DA SILVA, JOÃO VITOR; Tomilhero Frias, Romário Hessian estimates for a fully nonlinear obstacle problem with unbounded drift terms. 2024.
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  37. DA SILVA, JOÃO VITOR Um breve passeio pela Equação de Poisson e questões modernas relacionadas. 2024.
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  38. M. Panthee Evolution of radius of analyticity for the generalized KdV equation. 2024.
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  39. M. Panthee Sharp global well-posedness for the cubic nonlinear Schrödinger equation with third order dispersion. 2024.
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  40. M. Panthee Nonlinear dispersive equations: well-posedness and qualitative properties of solutions. 2024.
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  41. A. Corcho Fernandez; NOGUEIRA, M.; M. Panthee Well-posedeness for the Non-isotropic Schrodinger equation on plane domains. 2024.
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  42. M. Baldasso; R. O. FIGUEIRA; M. Panthee Global analytic solution to some nonlinear dispersive equations. 2024.
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  43. M. Baldasso; R. O. FIGUEIRA; NOGUEIRA, M.; M. Panthee Global analytic solution to some nonlinear dispersive equations. 2024.
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  44. Firer, Marcelo Sondagem e Avaliação de Aritmética. 2024.
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  45. RUFFINO, PAULO UFPB- Itô-Ventsel formula for semimartingales with jumps: applications on decomposition of flows. 2024.
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  46. RUFFINO, PAULO R. Great Bay University - China- Itô-Ventsel formula for semimartingales with jumps: applications on decomposition of flows. 2024.
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  47. RUFFINO, PAULO R. Shanghai Normal University, China- Itô-Ventsel formula for semimartingales with jumps: applications on decomposition of flows. 2024.
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  48. RUFFINO, PAULO UFSCar - Agulhas de Buffon Entortadas. 2024.
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  49. RUFFINO, PAULO UNESCO - Teacher Education Centre, Shanghai, China - Mathematics Teacher Curriculum and Training in Brazil. 2024.
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  50. LIRA, J.; PUPPIM, J. A.; CAVALCANTE, J. V. C.; RUFFINO, PAULO R.; PEREIRA, F. A. Minicurso: Avaliação Profissional Formativa e Intercâmbio Internacional de Práticas Pedagógicas: a experiência da 1a. Olimpíada de Professores de Matemática - OPMBr ,. 2024.
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  51. RUFFINO, PAULO R. Colóquio Brasileiro de Matemática SE - IBILCE- Controlled Systems with Jumps: applications on decomposition of flows. 2024.
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  52. RUFFINO, PAULO UFU - Agulhas de Bufon Retas e Tortas. 2024.
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  53. SPEZIALI, P. On curves left invariant by maximal subgroups of PGL(3,q).. 2024.
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  54. SPEZIALI, PIETRO On Riemann surfaces completely determined by the order of their automorphism group. 2024.
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  55. SPEZIALI, PIETRO ON LATTICES FROM FERMAT FUNCTION FIELDS. 2024.
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  56. SPEZIALI, P. Transitive actions on Weierstrass points of algebraic curves. 2024.
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  57. FONSECA, T. J. Algebraic formulae for differential equations of polylogarithms: genus 0, 1, and beyond? - Seminar on Periods and Motives, YMSC Tsinghua, China. 2024.
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  58. FONSECA, T. J. On universal vector extensions of elliptic curves and the elliptic KZB equations - Workshop MATHAmSud, Nice, France. 2024.
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  59. FONSECA, T. J. Motives for higher Green's functions - Workshop 'Periods in algebraic geometry and automorphic forms', Nisyros, Greece.. 2024.
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  60. FONSECA, T. J. On universal vector extensions of elliptic curves and the elliptic KZB equations - Math-AmSud conference - IMECC, Unicamp. 2024.
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  61. FONSECA, T. J. Single-valued integrals and modular forms - 1st Brazilian Workshop in Analyic Number Theory - IMPA, Rio de Janeiro. 2024.
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  62. FONSECA, T. J. Higher Green's functions and moduli spaces of pointed elliptic curves - GeoTop Seminar - Unicamp, Campinas, Brazil.. 2024.
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  63. FONSECA, T. J. Two lectures on differential equations and arithmetic - GADEPs seminar - IMPA, Rio de Janeiro. 2024.
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2023

  1. Pastor, A. Stabilization for the dispersion generalized Benjamin equation. 2023.
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  2. Pastor, A. Weighted estimates and local well-posedness for some nonlinear dispersive equations. 2023.
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  3. Pastor, A. Controllability for linear dispersive PDEs on the 2D torus. 2023.
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  4. Moura, A. A conjectural presentation for the sign twisted dual of a Tanisaki-Garsia-Procesi module. 2023.
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  5. Moura, A. On prime, real, and imaginary modules for quantum affine algebras. 2023.
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  6. FISCELLA, ALESSIO Critical double phase problems: recent results and open questions. 2023.
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  7. FISCELLA, ALESSIO Minicurso: Um mini-curso básico sobre espaços de Sobolev e operadores fracionários. 2023.
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  8. FISCELLA, ALESSIO Critical double phase problems. 2023.
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  9. BRONZI, A.C. Como é fazer pesquisa em Matemática. 2023.
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  10. OLIVERA, C. H.; RICHARD, ALEXANDRE; TOMA?EVI', MILICA Quantitative particle approximation of nonlinear Fokker-Planck equations with singular kernel. 2023.
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  11. RICHARD, A.; Milica, Tomasevic; Olivera, Ch. Quantitative particle approximation of nonlinear Fokker-Planck equations with singular kernel. 2023.
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  12. KOCHLOUKOVA, D. H. Homologia e cohomologia via álgebra parcial de grupo. 2023.
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  13. CORREA, E. M. Deformed Hermitian Yang-Mills equation on rational homogeneous varieties. 2023.
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  14. PONCE, G. Ergodic properties of partially hyperbolic diffeomorphisms with topological neutral center. 2023.
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  15. PLANAS, G. Aproximando soluções da equações de Euler por soluções das equações de Navier-Stokes. 2023.
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  16. PLANAS, G. Decay of solutions for some dissipative systems in critical spaces. 2023.
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  17. SÁ EARP, H. N.; FADEL, D. G.; MORENO, ANDRÉS J.; LOUBEAU, E. Fluxos de estruturas geométricas. 2023.
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  18. SA EARP, HENRIQUE N.; FADEL, D. G.; LOUBEAU, E.; MORENO, A. J. Flows of geometric structures. 2023.
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  19. FADEL, D. G.; LOUBEAU, E.; MORENO, A. J.; SÁ EARP, H. N. Flows of geometric structures. 2023.
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  20. DA SILVA, JOÃO VITOR A local/nonlocal p-eigenvalue problem and its asymptotic limit as p \to \infty. 2023.
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  21. DA SILVA, JOÃO VITOR; Tomilhero Frias, Romário W^{2,p} estimates for the fully nonlinear obstacle problem with unbounded drift terms. 2023.
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  22. DA SILVA, JOÃO VITOR A tour by elliptic regularity theory and free boundary problems. 2023.
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  23. Rezende, K. A.; LEDESMA, GUIDO G. E.; LIMA, D. V.; MELLO, M. P.; SILVEIRA, M. Homotopical Dynamics of Gradient-like Flows. 2023.
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  24. DE REZENDE, K. A. Homotopical Dynamics for Gradient-like Flows. 2023.
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  25. DE REZENDE, K. A. Tracing Topological Dynamics from Poincaré Morse and Conley to Contemporary Results. 2023.
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  26. DE REZENDE, K. A. Manzoli?s Contributions to Bridging Topology and Dynamics. 2023.
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  27. DE REZENDE, K. A. A Dinâmica Homotópica de Fluxos do tipo Gradiente. 2023.
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  28. RIFO, L. Modelagem probabilística na formação de professores. 2023.
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  29. M. Panthee; NOGUEIRA, M. Local and global theory for the three-wave mixing Schrödinger system with quadratic interactions on Zoll Manifolds. 2023.
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  30. M. Panthee; BONA, J.; M. Scialom; CHEN, H. The effect of higher-order dissipation on solutions of the generalized Korteweg-de Vries equation,. 2023.
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  31. RUFFINO, PAULO R. ICMC-USP An Averaging Principle for Foliated Spaces. 2023.
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  32. RUFFINO, PAULO R. USP - Riberião Preto - 'Stochastic n-point D-bifurcations of stochastic Lévy flows and their complexity on finite spaces'. 2023.
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  33. RUFFINO, PAULO R. Technische Universität München, Germany - Potential Mathematical Tools for Biomechanics: in particular for LVHP}. 2023.
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  34. RUFFINO, PAULO R. UFAL - Geometric aspects of Young Integral: decomposition of flows. 2023.
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  35. RUFFINO, PAULO (UNESP SEMAT) Agulhas de Buffon - retas e entortadas. 2023.
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  36. RUFFINO, PAULO R. UnB - Decomposition of flows generated by rough paths. 2023.
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  37. SPEZIALI, P. On Riemann surfaces completely determined by the order of their automorphism group. 2023.
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  38. FONSECA, T. J. Períodos - Seminário de álgebra - IMECC-Unicamp. 2023.
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  39. FONSECA, TIAGO J. Motivic interpretation of higher Green's functions - GADEPs focused conference III: Noether-Lefschetz and Hodge loci, IMPA, Rio de Janeiro. 2023.
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  40. FONSECA, T. J. Períodos e algebricidade das equações KZB elípticas - Seminário de Álgebra, ICMC - USP, São Carlos. 2023.
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2022

  1. Pastor, A. Exact controllability for periodic linear dispersive PDEs. 2022.
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  2. Pastor, A. On the controllability and stabilization for the dispersion generalized Benjamin equation. 2022.
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  3. Pastor, A. Exact controllability and stabilization for some one-dimensional dispersive equation on the torus. 2022.
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  4. Pastor, A. Equações dispersivas: de Russell ao infinito.... 2022.
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  5. Moura, Adriano Trees Are Real And Totally Ordered Graphs Are Prime. 2022.
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  6. Moura, A. Duality relations among Weyl, Kato, and Tanisaki-Garsia-Procesi modules. 2022.
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  7. FISCELLA, ALESSIO Minicurso: Uma introdução ao Cálculo Fracionário. 2022.
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  8. FISCELLA, ALESSIO On critical problems with nonstandard growth. 2022.
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  9. FISCELLA, ALESSIO Fractional Kirchhoff problems with singularity and lack of compactness: recent results and open questions. 2022.
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  10. FISCELLA, ALESSIO Minicurso: Espaços de Sobolev e operadores fracionários: uma breve introdução. 2022.
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  11. CALSAVARA, BIANCA M.R.; GUILLLÉN-GONZALEZ, F. A solidification model with convection in non-solid regions and rigid motion in the solid regions: Existence of solution. 2022.
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  12. CALSAVARA, BIANCA M.R.; GUILLLÉN-GONZALEZ, F. Existencia de solución para un modelo de solidicación con convección en regiones no sólidas y movimiento rígido en las regiones sólidas. 2022.
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  13. OLIVERA, C. Programa Regional Math Amsud. 2022.
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  14. OLIVERA, C. Presentación programa MATH AmSud. 2022.
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  15. OLIVERA, C. Quantitative particle approximation of nonlinear Fokker-Planck equations with singular kernel. 2022.
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  16. RICHARD, ALEXANDRE; Milica, Tomasevic; OLIVERA, C. H. Quantitative particle approximation of nonlinear Fokker-Planck equations with singular kernel. 2022.
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  17. KOCHLOUKOVA, D. H. Métodos homológicos para álgebras de Lie N-graduadas. 2022.
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  18. KOCHLOUKOVA, D. H. Higher dimensional algebraic fiberings of group extensions. 2022.
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  19. KOCHLOUKOVA, D. H. On the weak commutativity construction X(G). 2022.
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  20. NOVAES, DOUGLAS D. Existence and convergence of periodic solutions for Carathéodory differential equations. 2022.
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  21. NOVAES, DOUGLAS D. Lyapunov coefficients for monodromic tangential singularities in Filippov vector fields. 2022.
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  22. NOVAES, DOUGLAS D. Lower bounds for the Hilbert number for piecewise linear vector fields with algebraic discontinuity set. 2022.
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  23. NOVAES, DOUGLAS D. Bifurcation of normally hyperbolic invariant tori via higher-order averaging method. 2022.
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  24. NOVAES, DOUGLAS D. The averaging method in the study of invariant tori. 2022.
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  25. NOVAES, DOUGLAS D. Existence and stability of invariant tori via averaging method. 2022.
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  26. NOVAES, DOUGLAS D. Uniform upper bound for the number of limit cycles of planar piecewise linear differential systems with a straight line of discontinuity. 2022.
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  27. NOVAES, DOUGLAS D. Periodic solutions of Carathéodory differential equations via averaging method. 2022.
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  28. SÁ EARP, H. N.; FADEL, D. G.; LOUBEAU, E.; MORENO, A. J.; FOWDAR, U.; GASPARIM, E.; MENET, G.; ARRIAGADA, F. I. R. Survey of progress on flows of H-structures and singular G2-instantons. 2022.
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  29. SÁ EARP, H. N.; SILVA, T. S. R. Aprendendo Topologia e Geometria de Variedades Algébricas. 2022.
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  30. SÁ EARP, H. N.; COZMAN, F. G.; CARVALHO, A. C. P. L. F.; MIGUEL, H. O.; FREITAS, E. G.; MEIRA, W.; GETSCHKO, D.; LAUSCHNER, T. Mesa-redonda: Centros Nacionais de Pesquisa de IA no Brasil. 2022.
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  31. DA SILVA, J.V. Sharp regularity for degenerate parabolic PDEs. 2022.
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  32. DA SILVA, J.V. A equação de Laplace-Poisson: Uma EDP e alguns ?contos matemáticos?. 2022.
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  33. DA SILVA, J.V. Geometric estimates for a class of (m, p)-Laplacian type models. 2022.
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  34. Rezende, K. A. The Dynamics of Gutierrez-Sotomayor Flows. 2022.
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  35. RIFO, L.; CASTILLA, L.; Climent, N.; HUBENAKOVA, V.; SEMANISINOVA, I. Preservice teachers? knowledge for teaching uncertainty: cases from Slovakia and Spain. 2022.
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  36. M. Panthee; X. Carvajal Nonlinear Schrodinger equations with the third order dispersion on modulation spaces,. 2022.
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  37. M. Panthee; BONA, J.; M. Scialom; X. Carvajal Properties of solutions to the fifth-order KdV-BBM equation. 2022.
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  38. M. Panthee; NOGUEIRA, M. Local and global theory for the three-wave mixing Schr¨odinger system with quadratic interactions on Zoll Manifolds. 2022.
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  39. M. Panthee; R. O. FIGUEIRA Evolution of the radius of analyticity for the generalized Benjamin equation. 2022.
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  40. RUFFINO, Paulo R. C. (In-person) UFES - A Geometric Decomposition of Flows of ODE Driven by Low Regularity time functions. 2022.
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  41. RUFFINO, Paulo R. C. (In-person) Friedrich-Schiller-Universität Jena - A geometric decomposition of stochastic flows driven by semimartingales. 2022.
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  42. RUFFINO, Paulo R. C. (In-person) UFPA - Equações Diferenciais Pantográficas. 2022.
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  43. RUFFINO, PAULO R. (In person) USP - EEFERP - 'Examples of (potential) Mathematical Tools for Biomechanics of Sports'. 2022.
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  44. RUFFINO, PAULO R. (UEM-Maringá) Decomposição de fluxos ao longo de folheações complementares: o caso linear. 2022.
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  45. SPEZIALI, P. ON PLANE CURVES INVARIANT UNDER PGL(2, Q). 2022.
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  46. COSTA, SUELI I.R. Palestra Plenária: Geometria e Informação. 2022.
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2021

  1. Pastor, A. Global well-posedness and blow up for NLS systems with quadratic-type nonlinearities. 2021.
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  2. Pastor, A. Sistemas de equações de Schrödinger com não-linearidades quadráticas. 2021.
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  3. Pastor, A. Scattering for quadratic-type Schrödinger systems in dimension five without mass-resonance. 2021.
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  4. FISCELLA, ALESSIO On double phase problems with lack of compactness. 2021.
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  5. FISCELLA, ALESSIO Double phase problems involving critical Sobolev nonlinearities. 2021.
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2020

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2019

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2018

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2017

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2016

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2015

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2014

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2013

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2012

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  15. FIRER, M. Olimpíadas Científicas. 2012.
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  16. RODRIGUEZ, J. L. D.; Santos, M.M. Boundary Layer Potentials for theVlasov-Poisson-Fokker-Planck System. 2012.
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  17. Pedro Maluendas; Santos, M.M. Lagrangian structure for non-barotropic compressible fluids in two dimensions. 2012.
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  18. Santos, M.M.; DIAS, G. J. Las Ecuaciones de Navier-Stokes y las soluciones estacionarias para fluidos incompresibles con una ley de potencias, en las zonas de fronteras ilimitadas. 2012.
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  19. Santos, M.M.; DIAS, G. J. Soluções Estacionárias das Equações de Navier-Stokes para fluidos incompressíveis com uma lei de potência, em domínios com fronteiras ilimitadas. 2012.
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  20. Santos, M.M.; Dias, Gilberlandio J. Soluções estacionárias das equações de Navier-Stokes para fluidos incompressíveis com uma lei de potência, em domínios com fronteiras ilimitadas.. 2012.
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  21. Jardim, Marcos Hypersymplectic quotient and moduli of instanton bundles. 2012.
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  22. Jardim, Marcos; Santos, Patrícia B. Nested Hilbert schemes and representations of quivers. 2012.
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  23. Jardim, Marcos; Santos, Patrícia B. Nested Hilbert Schemes. 2012.
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  24. Jardim, Marcos; EARP, H. N. S. Teoria de Deformação de Fredholm e teoria de calibre. 2012.
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  25. RUFFINO, Paulo R. C. University of Jena, Germany. 2012.
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  26. RUFFINO, Paulo R. C. University of Potsdam, Germany. 2012.
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2011

  1. Pastor, A. Local well-posedness for the 2d generalized Zakharov-Kuznetov equation. 2011.
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  2. Pastor, A. Existência e estabilidade de ondas viajantes para equações de evolução. 2011.
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  3. Pastor, A. The Zakharov-Kuznetsov equation: Local and global well-posedness results. 2011.
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  4. Moura, Adriano Graded Modules for current algebras and minimal affinizations of quantum groups. 2011.
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  5. Moura, Adriano Kac-Moody Algebras and Quantum Groups. 2011.
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  6. PLANAS, G. Existencia y decaimiento para las ecuaciones de Navier-Stokes con retardo en todo R^n. 2011.
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  7. SÁ EARP, H. N. Perspectives on G2-instantons. 2011.
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  8. DE REZENDE, K. A. Dynamical spectral sequences in Conley's theory. 2011.
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  9. Firer, Marcelo Museus de Ciências. 2011.
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  10. DIAS, G. J.; Santos, M.M. Soluções Estacionárias das Equações de Navier-Stokes para fluidos incompressíveis com uma lei de potência, em domínios com fronteiras ilimitadas. 2011.
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  11. DIAS, G. J.; Santos, M.M. Soluções Estacionárias das Equações de Navier-Stokes para fluidos incompressíveis com uma lei de potência, em domínios com fronteiras ilimitadas. 2011.
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  12. Jardim, Marcos Moduli spaces of framed instanton bundles on CPn. 2011.
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  13. Jardim, Marcos; Verbitsky, Misha Moduli spaces of framed instanton bundles on CP3. 2011.
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  14. Jardim, Marcos; Verbitsky, Misha Moduli spaces of framed instanton bundles on CP3. 2011.
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  15. Jardim, Marcos; Verbitsky, Misha Moduli spaces of framed instanton bundles on CP3. 2011.
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  16. RUFFINO, Paulo R. C. Geometrical conditions for decomposition of stochastic flows according to complementary distributions. 2011.
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  17. RUFFINO, Paulo R. C. Colóquio Departamento de Matemática UFSC. 2011.
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  18. RUFFINO, Paulo R. C. Max Planck Institute MPI-MIS. Leipzig. 2011.
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2010

  1. Pastor, A.; ESFAHANI, A. Ill-posedness results for the (generalized) Benjamin-Ono-Zakharov-Kuznetsov equation. 2010.
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  2. de Moura, Adriano A. Characters of minimal affinizations of quantum groups. 2010.
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  3. de Moura, Adriano A. Weyl modules for hyper loop algebras. 2010.
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  4. de Moura, Adriano A. Multiplicity problems in representation theory of Lie algebras. 2010.
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  5. SÁ EARP, H. N. Fibrados assintoticamente estáveis. 2010.
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  6. SÁ EARP, H. N. Asymptotically stable bundles. 2010.
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  7. Jardim, Marcos Perverse coherent sheaves on projective spaces. 2010.
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  8. Jardim, Marcos; Verbitsky, Misha Moduli spaces of framed bundles and twistor section of moduli spaces of instantons. 2010.
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  9. Jardim, Marcos Matemática, Física e Física-Matemática. 2010.
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  10. Jardim, Marcos Moduli spaces of framed instanton bundles on CPn. 2010.
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2009

  1. Moura, A. Problemas de Multiplicidade em Teoria de Representações (de Álgebras de Lie). 2009.
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  2. PLANAS, G. El problema de Navier-Stokes con condiciones de tipo Navier y su límite hacia las ecuaciones de Euler. 2009.
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  3. DE REZENDE, K. A. O índice de Conley e campos de vetores descontínuos. 2009.
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  4. Firer, Marcelo Mini Curso - Grupos e Geometria. 2009.
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  5. Jardim, Marcos; Leão, Rafael F. On the spectrum of the Dolbeault laplacian over Kahler manifolds. 2009.
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  6. Jardim, Marcos Decomposability criterion for coherent sheaves. 2009.
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  7. KOSHLUKOV, P. E Graded polynomial identities and involutions. 2009.
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  8. KOSHLUKOV, P. E A-identities in matrix algebras. 2009.
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2008

  1. de Moura, Adriano A. Finite-Dimensional Representations of Hyper Loop Algebras Over Non-Algebraically Closed Fields. 2008.
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  2. de Moura, Adriano A. Finite-dimensional representations of hyper loop algebras over non-algebraically closed fields. 2008.
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  3. de Moura, Adriano A. Finite-Dimensional Representations of Classical, Hyper, and Quantum Loop Algebras. 2008.
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  4. DE REZENDE, K. A. Introdução ao Índice de Conley e Teoremas de Continuação. 2008.
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  5. DE REZENDE, K. A. Dynamical Spectral Sequences in Conley's Theory. 2008.
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  6. FIRER, M.; Luciano PAnek Mini Curso - Códigos e Métricas. 2008.
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  7. Santos, Marcelo M. O Teorema de Picard e Campos Vetoriais Log-Lipschitzianos. 2008.
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  8. Santos, Marcelo M. Exemplo de um Campo de Vetores Não-Lipschitziano gerado pela Equação do Calor. 2008.
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  9. Jardim, Marcos Decomposability criterion for coherent sheaves. 2008.
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  10. Jardim, Marcos Twisted Dirac operators on asymptotically locally flat gravitational instantons. 2008.
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  11. Jardim, Marcos Twisted representations of quivers and vector bundles over projective varieties. 2008.
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  12. KOSHLUKOV, PLAMEN Graded tensor products. 2008.
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  13. KOSHLUKOV, P Graded identities and tensor products. 2008.
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  14. KOSHLUKOV, P GK dimension of free algebras. 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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