Publicações

Artigos Completos Publicados em Periódicos
2020
 
1. Adona, V.A.; Gonçalves, M. L. N.; Melo, J. G. An inexact proximal generalized alternating direction method of multipliers. Computational Optimization and Applications, 76(3), 621-647, 2020.
2. Batista, E. E. A; Bento, G. C; Ferreira, O. P. An extragradient-type algorithm for variational inequality on Hadamard manifolds. ESAIM: Control, Optimisation and Calculus of Variations, v. 26, Article Number 63, Number of page(s) 16, 2020.
3. Bento, G.C.,  Bitar, S.D. B. ; Da Cruz Neto, J. X.  ;  Soubeyran,, A.;  Souza, J. C.. A proximal point method for difference of convex functions in multi-objective optimization with application to group dynamic problems. Computational Optimization and Applications, 2020.
4. Bortoloti, M, A. De A. ; Fernandes, T. A. ; Ferreira, O. P. ; Yuan, JinYun. Damped Newton's method on Riemannian manifolds. Journal of Optimization Theory and Applications, v. 77, p. 643-660, 2020.
5. De Oliveira, F. R.; Ferreira, O. P.  Newton Method for Finding a Singularity of a Special Class of Locally Lipschitz Continuous Vector Fields on Riemannian Manifolds. Journal of Optimization Theory and Applications, v. 185, p. 522-539, 2020.
6. De Oliveira F. R.; Ferreira, O. P. Inexact Newton method with feasible inexact projections for solving constrained smooth and nonsmooth equations. Applied Numerical mathematics, v. 156, p. 63-76, 2020.
7. Ferreira, O. P; Louzeiro, M. S.; Prudente, L. F.. Iteration-complexity and asymptotic analysis of steepest descent method for multiobjective optimization on Riemannian manifolds.  Journal of Optimization Theory and Applications,  184, pp. 507-533, 2020.
8. Ferreira, O. P; Németh, S. Z.; Xiao, L. On the Spherical Quasi-convexity of Quadratic Functions on Spherically Subdual Convex Sets. Journal of Optimization Theory and Applications, Journal of Optimization Theory and Applications, v. 187, p. 1-21, 2020.
9. Ferreira, O.P.; Louzeiro, M. S.; Prudente, L. F. First Order Methods for Optimization on Riemannian Manifolds, Handbook of Variational Methods for Nonlinear Geometric Data, p. 499-525, 2020.
10. Gonçalves, M. L. N.; Prudente, L.F., On the extension of the Hager-Zhang conjugate gradient method for vector optimization. Computational Optimization and Applications, v. 76(3), p. 899-916, 2020.
11. Gonçalves, M. L. N.; Oliveira, F.R. On the global convergent of an inexact quasi-Newton conditional gradient method for constrained nonlinear systems. Numerical Algorithms, 84(2), 609-631, 2020.
12. Gonçalves, M. L. N.; Menezes, T.C. Gauss-Newton method with approximate projections for solving constrained nonlinear least squares problems. Journal of Complexity, 58(1), 101459, 2020.
13. Gonçalves, M. L. N.; Melo, J. G.; Monteiro, R. D. C.. On the iteration-complexity of a non-Euclidean hybrid proximal extragradient and a proximal ADMM. Optimization, 69(4), 847-873, 2020.
14. Kong, W.; Melo, J. G.; Monteiro, R. D. C. . An efficient adaptive accelerated inexact proximal point method for solving linearly constrained nonconvex composite problems. Computational Optimization and Applications, v. 76, p. 305-346, 2020.
15. Marques-Alves, M.; Eckstein, J.; Geremia, M. ; Melo, J. G. . Relative-error inertial-relaxed inexact versions of Douglas-Rachford and ADMM splitting algorithms. Computational Optimization and Applications, v. 75, p. 389-422, 2020.
16. CORRO, A. V.; PINA, R.; SOUZA, M. Classes of Weingarten surfaces in S^2XR. HOUSTON JOURNAL OF MATHEMATICS, v. 46, p. 651-664, 2020.
17. CORREIA, P.; PINA, R. Quasi-Einstein manifolds with structure of warped product. Volume 72, October 2020, 101658.
18. Riveros, C. M. C; CORRO, A. M. V.; de ARAÚJO, R. P. Graph-type biharmonic surfaces in R3. Selecciones Matemáticas. 2020;7(1):97–107.
19. LEANDRO, B.; PINA, R.; dos Santos, J.P. Einstein Hypersurfaces of Sn×R and Hn×R. Bull Braz Math Soc, New Series (2020). 
20. Araujo, K.; CORRO, A.; PINA, R.; SOUZA, M.: Complete surfaces with zero curvatures in conformally flat spaces. Publ. Math. Debrecen. 96/3-4 (2020), 363-376.
21. Cintra, A. A.; LEANDRO, B.; Reis, H. F. S.: A family of MCF solutions for the Heisenberg group. Diff. Geom. Appl. vol 71, (2020) 101633.
22.  dos Santos, J. ; LEANDRO, B. Reduction of gradient Ricci soliton equations. Annales academiae scientenarium fennicae-mathematica, v. 45, p. 1-9, 2020.
23.  LEANDRO, B., PINA, R. S. & Bezerra, T.P.F. Invariant solutions for gradient Ricci almost solitons. São Paulo J. Math. Sci.(2020). 
24.  Coutinho, F. ; Diógenes, R. ; LEANDRO, B; Ribeiro Jr., E. Static perfect fluid space-time on compact manifolds. Classical and Quantum Gravity, v. 37, p. 015003, 2020.
25. Mizukoshi, Marina T.; LODWICK, WELDON A. . The interval eigenvalue problem using constraint interval analysis with an application to linear differential equations. FUZZY SETS AND SYSTEMS, 2020.  
26. Garcia, Ronaldo A.; Cruz, Douglas H.. Finite type XI-asymptotic lines of plane fields in R^3. Journal of Singularities, 2020.  
27. CRISTIANO, RONY; PAGANO, DANIEL J. ; HENAO, MARDUCK M. . Multiple boundaries sliding mode control applied to capacitor voltage-balancing systems. Communications in Nonlinear Science and Numerical Simulation, v. 91, p. 105430, 2020.
28. GARCIA, RONALDO A; Koiller, J. . The Ballet of Triangle Centers on the Elliptic Billiard. Journal for Geometry and Graphics, v. 24, p. 79-101, 2020.                           
29. Sotomayor, J. ; GARCIA, Ronaldo Alves ; Mello, L. F. . Maurício Matos Peixoto. Revista Matemática Universitária, v. 1, p. 1-22, 2020.                               
30. MEDRADO, JOAO C.; Llibre, J. ; JIMENEZ, JEIDY. Crossing limit cycles for a class of piecewise linear differential centers separated by a conic. Electronic Journal of Differential Equations, v. 2020, p. 1-36, 2020.
31. JIMENEZ, JEIDY ; LLIBRE, Jaume ; MEDRADO, JOAO . Crossing limit cycles for piecewise linear differential centers separated by a reducible cubic curve. Electronic Journal of Qualitative Theory of Differential Equations, v. 1, p. 1-48, 2020.
32. CARVALHO, Tiago de ; CRISTIANO, R. ; PAGANO, D. ; TONON, D.J. . Fold bifurcation of T-singularities and invariant manifolds in 3D piecewise-smooth dynamical systems. PHYSICA D-NONLINEAR PHENOMENA, v. 403, p. 132293, 2020.
33. Carvalho, Tiago ; CRISTIANO, R. ; GONCALVES, L. F. ; TONON, D. J. . Global analysis of the dynamics of a mathematical model to intermittent HIV treatment. NONLINEAR DYNAMICS, v. 101, p. 719-739, 2020.
34. Carvalho, Tiago; Euzébio, Rodrigo. Minimal sets and chaos in planar piecewise smooth vector fields. Electronic Journal of Qualitative Theory of Differential Equations, v. 33, p. 1-15, 2020.
35. Barajas, M. ; Craizer, M. ; Garcia, R. . Lines of Affine Principal Curvatures of Surfaces in 3-Space. Results in Mathematics, v. 75, p. 32, 2020.
36. Gomide, Otávio M. L.; Guardia, Marcel; Seara, Tere M. Critical velocity in kink-defect interaction models: Rigorous results. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 269, p. 3282-3346, 2020. 
37. Gomide, Otávio M. L.; Teixeira, Marco A. On structural stability of 3D Filippov systems. Mathematische Zeitschrift, v. 294, p. 419-449, 2020.
38. Buzzi, Claudio A. ; Medrado, João C. ; Torregrosa, Joan . Limit cycles in 4-star-symmetric planar piecewise linear systems. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 268, p. 2414-2434, 2020.
39. Cardoso, J. L. ; Llibre, J. ; Novaes, D. D. ; Tonon, D. J. . Simultaneous occurrence of sliding and crossing limit cycles in piecewise linear planar vector fields. DYNAMICAL SYSTEMS-AN INTERNATIONAL JOURNAL, v. 35, p. 490-514, 2020. 
40. Llibre, J. ; Tonon, D. J. ; Velter, M. Q. . Crossing Periodic Orbits via First Integrals. INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS, v. 30, p. 2050163, 2020.
41. Carvalho, T.; Freitas, B. R. Birth of isolated nested cylinders and limit cycles in 3D piecewise smooth vector fields with symmetry. International Journal of Bifurcation and Chaos, v. 30, p. 2050098-1-2050098-10, 2020.
42. Silva, K., Sousa, S. M.; Multiplicity of positive solutions for a gradient type cooperative/competitive elliptic system. Electronic Journal of Differential Equations, 1-14, 2020.
43. BOBKOV, VLADIMIR ; DRÁBEK, PAVEL ; ILYASOV, YAVDAT . Estimates on the spectral interval of validity of the anti-maximum principle. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 269, p. 2956-2976, 2020.
44. P. D. P. Salazar, Y. Ilyasov, L. F. C. Alberto, E. C. M. Costa and M. B. C. Salles, "Saddle-Node Bifurcations of Power Systems in the Context of Variational Theory and Nonsmooth Optimization," in IEEE Access, vol. 8, pp. 110986-110993, 2020
45. Silva, Edcarlos D. ; Silva, Maxwell L. ; DE ALBUQUERQUE, J.C. . Ground states for a class of critical quasilinear coupled superlinear elliptic systems. COMPUTERS & MATHEMATICS WITH APPLICATIONS, v. 79, p. 889-907, 2020.
46. Silva, E. D., Carvalho, M. L., Albuquerque, J. C.. Revised regularity results for quasilinear elliptic problems driven by the $\phi$-laplacian operator, Manuscritpta Mathematica, 563-582, 2019.
47. Siciliano, G.; Silva, K.; The Fibering method approach for a non-linear Schrödinger equation coupled with the electromagnetic field, Publicacions Matematiques (64), 373-390,2020.
48. DE ALBUQUERQUE, JOSÉ CARLOS ; SILVA, KAYE . On the extreme value of the Nehari manifold method for a class of Schrödinger equations with indefinite weight functions. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 269, p. 5680-5700, 2020.
49. SILVA, KAYE. On an abstract bifurcation result concerning homogeneous potential operators with applications to PDEs. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 269, p. 7643-7675, 2020.
50. SILVA, K.; SOUSA, S. M. . Finer analysis of the Nehari set associated to a class of Kirchhoff-type equations. SN Partial Differential Equations and Applications, v. 1, p. 43, 2020.
51. Oliveira, J. F. A., Do Ó, J. M.; Macedo, A. C. A Sharp Adams-Type Inequality for Weighted Sobolev Spaces. Quarterly Journal of Mathematics, v. 71, p. 517-538, 2020.
52. Carvalho, M. L., Silva, E. D., Goulart, C. ; Santos, C. A. P., Ground and bound state solutions for quasilinear elliptic systems including singular nonlinearities and indefinite potentials. Communications on Pure and Applied Analysis, 2020.
53. D. SILVA, EDCARLOS; S. SILVA, JEFFERSON . Multiplicity of solutions for critical quasilinear Schrödinger equations using a linking structure. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS. SERIES A, v. 40, p. 5441-5470, 2020.
54. SILVA, EDCARLOS D.; DE ALBUQUERQUE, J. C. ; SILVA, MAXWELL L. . Periodic and asymptotically periodic quasilinear elliptic systems. JOURNAL OF MATHEMATICAL PHYSICS, v. 61, p. 091501-21, 2020.
55. E. D. Silva; FURTADO, M. F. ; SEVERO, U. . Kirchhoff elliptic problems with asymptotically linear or superlinear nonlinearities. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK, v. 71, p. 1-18, 2020.
56. JUNIOR, VALDIVINO V.; Machado, F.P. ; Ravishankar, Krishnamurthi . The cone percolation model on Galton-Watson and on spherically symmetric trees. Brazilian Journal of Probability and Statistics, v. 34, p. 594-612, 2020.
57. JUNIOR, VALDIVINO V.; RODRIGUEZ, PABLO M. ; Speroto, Adalto . The Maki-Thompson Rumor Model on Infinite Cayley Trees. Journal of Statistical Physics, 181, p. 1204-1217, 2020.
58. JUNIOR, VALDIVINO V.; Vargas, T.M. ; F. JUNIOR, D. P. . Sequências numéricas e cálculo de probabilidades associadas a modelos de urnas. PROFESSOR DE MATEMÁTICA ONLINE, v. 8, p. 401-415, 2020.
59. Dória, C., Asymptotic Properties of the Set of Systoles of Arithmetic Riemann Surfaces. INTERNATIONAL MATHEMATICS RESEARCH NOTICES, v. 2020, p. 8580-8599, 2020.
60. Belolipetsky, M.; Dória, C., Free subgroups of 3-manifold groups. Groups Geometry and Dynamics, v. 14, p. 243-254, 2020.
61. Silva, J. C.; Marra Junior, E. D., Demonstrações matemáticas no Ensino Médio: o que pensam e sentem os estudantes. UNIÓN (SAN CRISTOBAL DE LA LAGUNA), v. 59, p. 204-226, 2020.
62. Rodrigues, P. H. A.; Veras, D., Exact values of Γ∗(10,𝑝), INTERNATIONAL JOURNAL OF NUMBER THEORY, v. 16 (3), p. 639-649, 2020.
63. Munuera, C. ; Tenório, W.; Torres, F., Locally recoverable codes from algebraic curves with separated variables. Advances in Mathematics of Communications, v. 14, p. 265-278, 2020. 
 
2019
 
1. Ferreira, O. P; Louzeiro, M. S.; Prudente, L. F..Gradient Method for Optimization on Riemannian Manifolds with Lower Bounded Curvature, SIAM J. Optim.,  29(4), p. 2517–2541, 2019, [MatLab_Codes]
2. Kong, W. ; Melo, Jefferson G. ; Monteiro, R. D. C. . Complexity of a Quadratic Penalty Accelerated Inexact Proximal Point Method for Solving Linearly Constrained Nonconvex Composite Programs. SIAM J. Optim.,, v. 29(4), p. 2566-2593, 2019.
3. Lucambio Pérez, L. R. and Prudente, L. F,  A Wolfe line search algorithm for vector optimization, ACM Transactions on Mathematical Software 45(4), pp. 37:1-37:23, 2019.
4. Díaz Millán, R., Machado, M. Pentón . Inexact proximal $$epsilon $$ -subgradient methods for composite convex optimization problems. Journal of Global Optimization, v. 75 (4), p. 1029–1060, 2019.
5. Argyros, I.K. ; Silva, G.N. . Extending the Applicability of Inexact Gauss-Newton Method for Solving Nonlinear Least Square Problems. Journal of the Korean Mathematical Society, v. 56, p. 311-327, 2019.
6. Argyros, I.K. ; Silva, G.N. . Extending the Kantorovich’s theorem on Newton’s method for solving strongly regular generalized equation, Optimization Letters, v. 13(1), p. 213–226, 2019.
7. Adona, V.A.; Gonçalves, M. L. N.; Melo, J. G. A Partially Inexact Proximal Alternating Direction Method of Multipliers and Its Iteration-Complexity Analysis.  J. Optim. Theory App., 182(2): 640–666,2019 (pdf).
8. Adona, V.A.; Gonçalves, M. L. N.; Melo, J. G..  Iteration-complexity of a generalized alternating direction method of multipliers. Journal of Global Optimization, 73(2):331-348, 2019 (pdf).
9. De Oliveira, F. R.; Ferreira, O. P.; Silva, G. N. Newton’s method with feasible inexact projections for solving constrained generalized equations, Comput. Optim. and Appl.,   v. 72, n. 1, p. 159-177, 2019.  (pdf).
10. Ferreira, O. P.; Németh, S. Z; Xiao, L. On the spherical quasi-convexity of quadratic functions,  Linear Algebra and  Appl., v.562, n. 1,  p. 205-222, 2019. (pdf).
11. Ferreira, O. P.; Németh, S. Z.; On the spherical convexity of quadratic functions,  J. Global Optim.  v. 73, n. 3, p. 537-545, 2019. (pdf).
12. Ferreira, O. P; Louzeiro, M. S.; Prudente, L. F. Iteration-complexity of the subgradient method on Riemannian manifolds with lower bounded curvature, Optimization,v.68, n.4, p. 713-729 , 2019. (pdf).
13. Ferreira, O. P.; Silva, G. N. Inexact Newton's method to Nonlinear function with values in a cone, Applicable Analysis, v. 98, n.8, p. 1461-1477, 2019. (pdf). 
14. Bello Cruz, J.Y., Díaz Millán, R., Phan, H.M. Conditional extragradient algorithms for solving variational inequalities. Pacific Journal of Optimization. v.15, 331--357 (2019).
15. Bento, G. C., Bitar, S. D. B., Da Cruz Neto, J. X., Oliveira, P. R., De Oliveira Souza, J. C.: Computing Riemannian Center of Mass on Hadamard Manifolds. J. Optim. Theory App.,  v. 183, p. 977-992, 2019. 
16. Díaz Millán R., Lindstrom Scott B., Roshchina V. Comparing Averaged Relaxed Cutters and Projection Methods: Theory and Examples. BOOK CHAPTERS. Accepted to Special Springer Volume commemorating Jon Borwein, Springer Proceedings in Mathematics and Statistics, 2019. (pdf)
17. Gonçalves, M. L. N.; Melo, J. G.; Monteiro, R. D. C.. Convergence rate bounds for a proximal ADMM with over-relaxation stepsize parameter for solving nonconvex linearly constrained problems.  Pacific journal of optimization, 15(3), 379-398, 2019. (pdf).
18. RIVEROS, C. M. C ; CORRO, ARMANDO . Generalized Helmholtz equation. Selecciones Matemáticas, v. 6, p. 19-25, 2019. 
19. CORRO, A. M. V.; Dias, D. G. ; Riveros, C. M. C. A class of generalized special Weingarten surfaces. International Journal of Mathematics, v. 30, p. 1950075-1-1950075-26, 2019.
20.  LEANDRO, B., Pina, H. & Ribeiro, E. Volume growth for geodesic balls of static vacuum space on 3-manifolds. Annali di Matematica (2019).
21. PINA, R., ADRIANO, L. R.  ; Barbosa, M. B. ; Tokura, W. On warped product gradient Yamabe solitons. Journal of mathematical analysis and applications, v. 473, p. 201-214, 2019.
22. PINA, R. S.; dos Santos, J. P. Group-invariant solutions for the Ricci curvature equation and the Einstein equation. Journal of differential equations, v. 225, p. 2214-2231, 2019.
23. Gomes, J. N. V. ; PINA, R. S.; Feitosa, F. ; Freitas, A. . Gradient Ricci almost soliton warped product. Journal of geometry and physics, v. 143, p. 22-32, 2019.
24. CRISTIANO, RONY; PAGANO, DANIEL J. . Two-Parameter Boundary Equilibrium Bifurcations in 3D-Filippov Systems. Journal of Nonlinear Science, v. 1, p. 1-31, 2019.
25. Reznik, Dan ; Garcia, Ronaldo ; Koiller, Jair . Can the Elliptic Billiard Still Surprise Us?. MATHEMATICAL INTELLIGENCER, v. 42, p. 6-17, 2019.
26. Carvalho, Tiago de ; Cristiano, R. ; Pagano, D. ; Tonon, D. J. Fold bifurcation of T-singularities and invariant manifolds in 3D piecewise-smooth dynamical systems. PHYSICA D-NONLINEAR PHENOMENA, 2019 (aceito para publicação).
27.  Cristiano, Rony; Pagano, Daniel J.; Carvalho, Tiago; Tonon, Durval J. Bifurcations at a degenerate two-fold singularity and crossing limit cycles. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 268, p. 115-140, 2019.
28.  Craizer, Marcos; Garcia, Ronaldo A. Quadratic points of surfaces in projective 3-space.Q. J. Math.70 (2019),no. 3, 1105–1134. 53A20 (14C21 53A60)
29. Tiago de Carvalho, Bruno Freitas. Birth of an arbitrary number of T-singularities in 3D piecewise smooth vector fields. Discrete & Continuous Dynamical Systems - B, 2019, 24 (9) : 4851-4861. doi: 10.3934/dcdsb.2019034
30. Garcia, Ronaldo, Elliptic billiards and ellipses associated to the 3-periodic orbits. Amer. Math. Monthly 126 (2019), no. 6, 491–504. 37D50 (53A15).
31. Bastos, R., Rocco, N.R., Vieira, E.R. Finiteness of homotopy groups related to the non-abelian tensor product, Annali di Matematica Pura ed Applicata- 1923 (2019).
32.  Andrade, K. da S.; Jeffrey, M. R.; Martins, R. M.; Teixeira, M. A.. On the Dulac's problem for piecewise analytic vector fields. J. Differential Equations 266 (2019), no. 4, 2259–2273.
33.  Martins, Ricardo M.; Tonon, Durval J. The chaotic behaviour of piecewise smooth differential equations on two-dimensional torus and sphere. Dyn. Syst. 34 (2019), no. 2, 356–373. (Reviewer: Zhengdong Du) 34A36 (34C23 34C28)
34. CRISTIANO, RONY; PONCE, ENRIQUE ; PAGANO, DANIEL J. ; GRANZOTTO, MATHIEU . On the Teixeira singularity bifurcation in a DC-DC power electronic converter. NONLINEAR DYNAMICS, v. 96, p. 1243-1266, 2019.
35. Diaz, I.J.,Hernandez, J.,Ilyasov, Y.;On the exact multiplicity of stable ground states of non-Lipschitz semilinear elliptic equations for some classes of starshaped sets, Advances in Nonlinear Analysis, 1046-1065, 2019. 
36. Bobkov, V.; Drabek, P; Ilyasov, Y.. On full Zakharov equation and its approximations. Physica D: Nonlinear Phenomena, 2019, 132-168, 2019. 
37. Carvalho, M. L. M.; Goncalves, J. V. A.; SANTOS, C. A. P.. About positive $W_{loc}^{1,\Phi}(\Omega)$-solutions to quasilinear elliptic problems with singular semilinear term. Topological Methods in Nonlinear Analysis 53 (2), 2019, 491-517.
38. Bobkov, V.; Drabek, P; Ilyasov, Y.. On partially free boundary solutions for elliptic problems with non-Lipschitz nonlinearities, Applied Mathematics Letters 95, 23-28, 2019.
39. Carvalho, M. L. M.; Goncalves, J. V. A.; Goulart, C.; Miyagaki, O. H. O.. Multiplicity of solutions for a nonhomogeneous quasilinear elliptic problem with critical growth. Communications on Pure & Applied Analysis, v. 18, p. 83-106, 2019.
40. Yang, M.; Silva, E. D.; Silva, M. L.; Albuquerque, J. C.. On the critical cases of linearly coupled Choquard systems. Applied Mathematics Letters, v. 1, p. 1-7, 2018.
41. Ilyasov, Y.; Valeev, N. F.. On nonlinear boundary value problem corresponding to N-dimensional inverse spectral problem, Journal of Differential Equations, Vol. 266, Issue 8, 4533-4543, 2019.
42. Silva, K. The bifurcation diagram of an elliptic Kirchhoff-type equations with respect to the stiffness of the material. Z. Angew. Math. Phys. (2019) 70:93. https://doi.org/10.1007/s00033-019-1137-8. (pdf)
43. Carvalho, M. L., Silva, E. D., Silva, K. O., Gonçalves, J. V.; Quasilinear elliptic problems on non-reflexive Orlicz-Sobolev spaces, Topological Methods in Nonlinear Analysis, v.54, 587-612, 2019.
44. Junior V.V., Machado F.P., Ravishankar K. (2019) The Rumor Percolation Model and Its Variations. In: Sidoravicius V. (eds) Sojourns in Probability Theory and Statistical Physics - II. Springer Proceedings in Mathematics & Statistics, vol 299. Springer, Singapore
45. Caldeira, J.; Lima, A. de S. ; de Vasconcelos J. E. S. REPRESENTATIONS OF AUTOMORPHISM GROUPS OF ALGEBRAS ASSOCIATED TO STAR POLYGONS. JOURNAL OF ALGEBRA AND ITS APPLICATIONS, v. 18, p. 1950197-1-1950197-25, (2019).
46. Caldeira, J.; de Melo, E., Supersolvable Frobenius groups with nilpotent centralizers. JOURNAL OF PURE AND APPLIED ALGEBRA, v. 223, p. 1210-1216, (2019).
47. Godinho, H. ; Knapp, M. P. ; Rodrigues, P. H.A. ; Veras, D., On the values of Γ*(k,p) and Γ*(k). ACTA ARITHMETICA, v. 191, p. 67-80, (2019).
48. Chaves, A. P.. Álgebra e teoria dos números para olimpíadas. PROFESSOR DE MATEMÁTICA ONLINE, v. 7 (1) ,p. 66-76, (2019).
49. Tenório, W.; Tizziotti, G., Generalized Weierstrass semigroups and Riemann-Roch spaces for certain curves with separated variables. FINITE FIELDS AND THEIR APPLICATIONS, v. 57, p. 230-248, 2019. 
50. Moyano-Fernández, J. J. ; Tenório, W. ; Torres, F., Generalized Weierstrass semigroups and their Poincaré series. FINITE FIELDS AND THEIR APPLICATIONS, v. 58, p. 46-69, 2019.
51. Tenório, W.; Tizziotti, G., On Weierstrass Gaps at Several Points. BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY, v. 50, p. 543-559, 2019.
 
2018
 
1. Bento,G.C.; Bouza Allende, G.;Pereira, Y.R.L.;  A Newton-Like Method For Variable Order Vector Optimization Problems,  Journal Of Optimization Theory And Applications 177 (2018), 201-- 221.
2.  Carvalho, M.L.M.; Goncalves, J.V.A.;  Silva, E.D. ; Santos, C.A.P.;  A Type Of Brézis-Oswald Problem To The $${PHI}$$- Laplacian Operator With Very Singular Term,  Milan Journal Of Mathematics 86 (2018), 53-- 80.
3. Bento,G.C;  Cruz Neto, J.X.;  Santos,P.S.M.; Souza, S.S.;  A Weighting Subgradient Algorithm For Multiobjective Optimization,  Optimization Letters 12 (2018), 399-- 410.
4. Goncalves, M.L.N.;  Oliveira,F.R.;  An Inexact Newton-Like Conditional Gradient Method For Constrained Nonlinear Systems,  Applied Numerical Mathematics 132 (2018), 22-- 34.
5.  Garcia, R.A.; Vieira, E.S.;  Asymptotic Behavior Of The Shape Of Planar Polygons By Linear Flows,  Linear Algebra And Its Applications 557 (2018), 508-- 528.
6. Tonon, D.J.;  Carvalho, T.;  Filho, J.L.C.;  Canonical Forms For Codimension One Planar Piecewise Smooth Vector Fields With Sliding Region,  Journal Of Dynamics And Differential Equations 30 (2018), 1-- 22.
7. Vargas Junior, V.;  Correa, A.R ;  Machado, F.P.;  Colonization And Collapse On Homogeneous Trees,  Journal Of Statistical Physics 173 (2018), 1386-- 1407.
8. Silva, E.D.;  Carvalho, M.L.M.;  Goncalves, J.V.A.; Goulart, C.;  Critical Quasilinear Elliptic Problems Using Concave-Convex Nonlinearities;  Annali Di Matematica Pura Ed Applicata 1 (2018), 1-- 34.
9. Corro, A.M.V. ;  Fernandes, K.V.;  Riveros, C.M.C.;  Generalized Weingarten Surfaces Of Harmonic Type In Hyperbolic 3-Space,  Differential Geometry And Its Applications 58 (2018), 202-- 226.
10. Pina,R.S; Santos, J.P.;  Group-Invariant Solutions For The Ricci Curvature Equation And The Einstein Equation,  Journal Of Differential Equations 266 (2018), 11--  Idioma
11.  Ferreira, O.P.;  Nemeth, S.Z.;  How To Project Onto Extended Second Order Cones;  Journal Of Global Optimization 70 (2018), 707-- 718.
12.  Bento, G.C.;  Ferreira, O.P.;  Soubeyran, A. ;  Sousa Junior, V.L.;  Inexact Multi-Objective Local Search Proximal Algorithms;  Journal Of Optimization Theory And Applications 177 (2018), 181-- 200.
13.  Ferreira, O.P.;  Silva, G.N.;  Inexact Newton Method For Non-Linear Functions With Values In A Cone;  Applicable Analysis 1 (2018), 1-- 17.
14. Garcia, R.A.;  Freitas, B.R.; Inflection Points On Hyperbolic Tori Of S3;  Quarterly Journal Of Mathematics 69 (2018), 709-- 728.
15. Neto, B.L.;  Barboza, M.B.;  Pina, R.S.;  Invariant Solutions For The Einstein Field Equation;  Journal Of Mathematical Physics 59 (2018), 62501--  62521.
16. Goncalves, M.L.N.;  Melo, J.G.;  Adona, V.A.;  Iteration-Complexity Analysis Of A Generalized Alternating Direction Method Of Multipliers,  Journal Of Global Optimization 73 (2018), 331-- 348.
17. Ferreira, O.P.;  Louzeiro, M.S.;  Prudente, L.F.;  Iteration-Complexity Of The Subgradient Method On Riemannian Manifolds With Lower Bounded Curvature; Optimization 1 (2018), 1-- 17.
18.  Medrado, J.C.R.;  Salo, J.L. ;  Freitas, B.R.;  Limit Cycles Of Continuous And Discontinuous Piecewise-Linear Differential Systems,  Journal Of Computational And Applied Mathematics 338 (2018), 311-- 323.
19. Ferreira, O.P.;  Silva, G.N.;  Local Convergence Analysis Of Newton's Method For Solving Strongly Regular Generalized Equations  Journal Of Mathematical Analysis And Applications 458 (2018), 481-- 496.
20. Silva, K.; Macedo, A.;  Local Minimizers Over The Nehari Manifold For A Class Of Concave-Convex Problems With Sign Changing Nonlinearity,  Journal Of Differential Equations  265 (2018), 1894-- 1921.
21.  Mota, J.C. ;  Souza, A.J.;  Multiple Traveling Waves For Dry Forward Combustion Through A Porous Medium,  Siam Journal On Applied Mathematics (PRINT 78 (2018), 1056-- 1077.
22. Prudente, L.F.;  Lucambio Pere,L.R.;  Nonlinear Conjugate Gradient Methods For Vector Optimization;  Siam Journal On Optimization 28 (2018), 2690-- 2720.
23. Ilyasov, Y.;  On An Inverse Optimization Spectral Problem And A Corresponding Nonlinear Boundary-Value Problem,  Mathematical Notes 10 (2018).
24. Silva, K.; Yavdat, Y.; On Branches Of Positive Solutions For P-Laplacian Problems At The Extreme Value Of Nehari Manifold Method, American Mathematical Society. Proceedings 146 (2018), 2925-- 2935.
25.  Neto, B.L.;  Tenenblat, K.; On Gradient Yamabe Solitons Conformal To A Pseudo-Euclidean Space, Journal Of Geometry And Physics 123 (2018), 284-- 291.
26. Silva, E.D. ;  Do O, J.M.B.;  Melo Junior, J.C.A; On Nonquadratic Fractional Coupled Elliptic Systems, Complex Variables And Elliptic Equations 1 (2018), 1-- 25.
27.  Euzebio, R.D.; Carvalho, T.; Salo, J.L.; On Poincaré-Bendixson Theorem And Non-Trivial Minimal Sets In Planar Nonsmooth Vector Fields, Publicacions Matemàtiques 62 (2018), 113-- 131.
28. Silva, E.D.; Yang, M.; Silva. M.L.;  Melo Junior, J.C.A.; On The Critical Cases Of Linearly Coupled Choquard Systems, Applied Mathematics Letters 1 (2018), 1-- 7.
29. Silva, K.;  Macedo, A.; On The Extremal Parameters Curve Of A Quasilinear Elliptic System Of Differential Equations, Nodea. Nonlinear Differential Equations And Applications Ed. 25 (2018), 1-- 19.
30.  Goncalves, M.L.N.; On The Pointwise Iteration-Complexity Of A Dynamic Regularized, Applied Mathematics And Computation 336 (2018), 315-- 325.
31. Ferreira, O.P.;  Nemeth, S.Z.; On The Spherical Convexity Of Quadratic Functions, Journal Of Global Optimization 1 (2018), 1-- 9.
32. Ferreira, O.P.;  Nemeth, S.Z.; Xiao, L.; On The Spherical Quasi-Convexity Of Quadratic Functions, Linear Algebra And Its Applications 1 (2018), 1-- 24.
33.Pina,R.S.; Neto, B.L.; On The Structure Of Einstein Warped Product Semi-Riemannian Manifolds, Journal Of Integrable Systems 3 (2018), 1-- 11.
34. Pina, R.S.; Souza, M.A.; Silva, C.R.; On The Study Of A Class Of Non-Linear Differential Equations On Compact Riemannian Manifolds, Publicationes Mathematicae (DEBRECEN 92 (2018), 277-- 292.
35. Goncalves, M.L.N.; Marques Alves, M.; Melo, J.G.; Pointwise And Ergodic Convergence Rates Of A Variable Metric Proximal Alternating Direction Method Of Multipliers, Journal Of Optimization Theory And Applications 177 (2018), 448-- 478.
36. Pina,R.S.; Pieterzack, M.D.; Prescribed Curvature Tensor In Locally Conformally Flat Manifolds, Journal Of Geometry And Physics 123 (2018), 438-- 447.
37. Bento, G.C.; Cruz Neto, J.X.; Meireles, L.V.; Proximal Point Method For A Special Class Of Nonconvex Multiobjective Optimization Functions, Optimization Letters 12 (2018), 311-- 320.
38.  Bento, G.C.; Cruz Neto, J.X.; Meireles, L.V.; Proximal Point Method For Locally Lipschitz Functions In Multiobjective Optimization Of Hadamard Manifolds , Journal Of Optimization Theory And Applications 179 (2018), 1-- 16.
39. Bento, G.C.;  Ferreira, O.P.; Pereira, Y.R.L.; Proximal Point Method For Vector Optimization On Hadamard Manifolds, Operations Research Letters 46 (2018), 13-- 18.
40.  Carvalho, M.L.M.;  Goncalves, J.V.A.;  Santos, C.A.P.; Quasilinear Elliptic Systems With Convex-Concave Singular Terms $\PHI\!-\!LAPLACIAN$ Operator, Differential And Integral Equations 31 (2018), 231-- 256.
42.  Neto, B.L.;  Santos, J.P.; Reduction Of The N-Dimensional Static Vacuum Einstein Equation And Generalized Schwarzschild Solutions, Journal Of Mathematical Analysis And Applications 1 (2018), 1-- 15.
43. Neto, B.L.;  Solorzáno, N.; Static Perfect Fluid Spacetime With Half Conformally Flat Spatial Factor, Manuscripta Mathematica 1 (2018), 1-- 13.
44.  Bento, G.C.;  Cruz Neto, J.X.;  Acedo, G.L.;  Soubeyran, A.;  Souza, J.C.O.; The Proximal Point Method For Locally Lipschitz Functions In Multiobjective Optimization With Application To The Compromise Problem, Siam Journal On Optimization 28 (2018), 1104-- 1120.
45. Garcia, R.A.; Circuncentros das órbitas triangulares de um bilhar elíptico. Nexus Mathematicae, v. 01, p. 01-15, 2018.
46.  Tonon, D.J.;  Salo,J.L.; The Symmetric Periodic Orbits For The Two-Electron Atom, Letters In Mathematical Physics 108 (2018), 1851-- 1871.
 
2017
 
1. Pina, R. S. ; Sousa, M. L.; A Family Of Warped Product Semi-Riemannian Einstein Metrics, Differential Geometry And Its Applications 50 (2017), 105-- 115.
2. Cruz, J. Y. B.; An Iterative Method For Split Inclusion Problems Without Prior Knowledge Of Operator Norms, Journal Of Fixed Point Theory And Its Applications 19 (2017), 2017-- 2036.
3. Carvalho, T.; Euzebio, R. D.; Teixeira, M. A.; Tonon, D. J.; Birth Of Limit Cycles From A 3d Triangular Center Of A Piecewise Smooth Vector Field, Ima Journal Of Applied Mathematics 82 (2017), 561-- 578.
4. Garcia, R. A.; Langevin, R. N.; Walczak, P.; Darboux Curves On Surfaces, Journal Of The Mathematical Society Of Japan 69 (2017), 1-- 24.
5. Mizukoshi, M. T.; Cecconello, M. S.; Dynamics And Bifurcations Of Fuzzy Nonlinear Dynamical Systems, Fuzzy Sets And Systems 319 (2017), 81-- 92.
6. Du, F.; Qiaoling, W. ; Adriano, L. R; Pereira, R. G.; Eigenvalue Eigenvalue Inequalities For The Markov Diffusion Operator, Monatshefte Fur Mathematik 185 (2017), 207-- 230.
7. Garcia, R. A.; Tello, J. M. S.; Elipsoid Monge?A I Konfiguracje Linii Krzywiznowych Na Powierzchniach I Przestrzeniach Euklidesowych - Uwagi Historyczne, Antiquitates Matematicae 10 (2017), 169-- 184.
8. Furtado, M. F.; Silva, E. D.; Silva, M. L.; Existence Of Solution For A Generalized Quasilinear Elliptic Problem, Journal Of Mathematical Physics 58 (2017), 31503-- .
9. Riveros,C. M. C.; Corro, A. M. V.; Geodesic In Minimal Surfaces, Mathematical Notes 101 (2017), 497-- 514.
10. Pina, R. S.; Sousa, M. L.; Gradient Ricci Solitons With Structure Of Warped Product, Results In Mathematics / Resultate Der Mathematik 71 (2017), 825-- 840.
11. Carvalho, T.; Cristiano, R.; Pagano, D. J.; Tonon, D. J.; Hopf And Homoclinic Bifurcations On The Sliding Vector Field Of Switching Systems In R^3, Physica. D, Nonlinear Phenomena 347 (2017), 12-- 20.
12. Riveros, C. M. C.; Corro, A. M. V.; Hypersurfaces With Planar Lines Of Curvature In Euclidean Space, Selecciones Matematicas 4 (2017), 152-- 161.
13. Goncalves, M. L. N.; Melo, J. D. G.; Renato D. C. Monteiro, R. D. C.; Improved Pointwise Iteration-Complexity Of A Regularized Admm And Of A Regularized Non-Euclidean Hpe Framework, Siam Journal On Optimization 27 (2017), 379-- 407.
14. Pina, R. S.; Neto, B. L.; Invariant Solutions For The Static Vacuum Equation, Journal Of Mathematical Physics 58 (2017), 72502-- .
15. Bento, G. C.; Ferreira, O. P.; Melo, J. D. G.; Iteration-Complexity Of Gradient, Subgradient And Proximal Point Methods On Riemannian Manifolds, Journal Of Optimization Theory And Applications 173 (2017), 548-- 562.
16. Ferreira, O. P.; Silva, G. N.; Kantorovich's Theorem On Newton's Method For Solving Strongly Regular Generalized Equation, Siam Journal On Optimization 27 (2017), 910-- 926.
17. Martins, T. B. O.; Ferreira, O. P. Kantorovich?S Theorem On Newton?S Method Under Majorant Condition In Riemannian Manifolds, Journal Of Global Optimization 68 (2017), 387-- 411.
18. Riveros, C. M. C.; Corro, A. M. V.; Laplace Invariants In Hypersurfaces Parametrized By Lines Of Curvature, Selecciones Matematicas 4 (2017), 30-- 37.
19. Carvalho, T.; Salo, J. L.; Tonon, D. J.; Limit Cycles Of Discontinuous Piecewise Polynomial Vector Fields, Journal Of Mathematical Analysis And Applications 449 (2017), 572-- 579.
20. Martins, R. M.; Salo, J. L.; Tonon, D. J.; Limit Cycles Of Piecewise Smooth Differential Equations On Two Dimensional Torus, Journal Of Dynamics And Differential Equations OnlineS/V (2017), 1-- 17.
21. Ferreira, O. P. Jean-Alexis, C.; Pietrus, A.; Metrically Regular Vector Field And Iterative Processes For Generalized Equations In Hadamard Manifolds, Journal Of Optimization Theory And Applications 175 (2017), 624-- 651.
22. Silva, E. D.; Cavalcante, T. R.; Multiplicity Of Solutions To Fourth-Order Superlinear Elliptic Problems Under Navier Conditions, Electronic Journal Of Differential Equations 2017 (2017), 1-- 16.
23. Severo, U. B.; Moraes, E. F. G; Silva, E. D.; On A Class Of Quasilinear Schrödinger Equations With Superlinear Or Asymptotically Linear Terms, Journal Of Differential Equations 263 (2017), 3550-- 3580.
24. Cruz, J. Y. B.; On Proximal Subgradient Splitting Method For Minimizing The Sum Of Two Nonsmooth Convex Functions, Set-Valued And Variational Analysis 25 (2017), 245-- 263.
25. Fernandes, T. A.; Ferreira, O. P.; Jinyun, Y.; On The Superlinear Convergence Of Newton?S Method On Riemannian Manifolds, Journal Of Optimization Theory And Applications 173 (2017), 828-- 843.
26. Euzebio, R. D.; Gouveia, M. R. A.; Poincaré Recurrence Theorem For Non-Smooth Vector Fields, Zeitschrift Fur Angewandte Mathematik Und Physik 68 (2017), 40--.
27. Silva, E. D.; Furtado, M. F.; Ruviaro, R.; Semilinear Elliptic Problems With Combined Nonlinearities On The Boundary, Annali Di Matematica Pura Ed Applicata 196 (2017), 1887-- 1901.
28. Correa, F. J. S. A.; Carvalho, M. L. M.; Goncalves, J. V. A.; Silva, E. D.; Sign Changing Solutions For Quasilinear Superlinear Elliptic Problems, Quarterly Journal Of Mathematics 68 (2017), 391-- 420.
29. Goncalves, J. V. A.; Miyagaki, O. H.; Marcial, M. R.; Singular Nonhomogeneous Quasilinear Elliptic Equations With A Convection Term, Mathematische Nachrichten 290 (2017), 2280-- 2295.
30. Tonon, D. J.; Salo, J. L.; Symmetric Periodic Orbits For The Collinear Charged 3-Body Problem, Journal Of Mathematical Physics 58 (2017), 22702--.
31. Mota, J. C.; Santos, M. M. ; Santos, R. A.; The Cauchy Problem For A Combustion Model In A Porous Medium With Two Layers, Monatshefte Fur Mathematik 185 (2017), 1-- 34.
32. Vieira, E. V.; Franzosa, R.; Transition Matrix Theory, Transactions Of The American Mathematical Society 369 (2017), 7737--.
33. Almeida, M. F.; Ferreira, L. C. F.; Lima, L. S. M.; Uniform Global Well-Posedness Of The Navier-Stokes-Coriolis System In A New Critical Space, Mathematische Zeitschrift 287 (2017), 735-- 750.
34. Euzebio, R. D.; Salo, J. L.; Zero-Hopf Bifurcation In A Chua System, Nonlinear Analysis 37 (2017), 31-- 40.