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Publications

This page allows accessing publication lists starting in 2004. We also provide a list of recent submitted works and preprints.

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[*]: Abreu, M. and L. Macarini (2013). Remarks on Lagrangian intersections in toric manifolds. Trans. Amer. Math. Soc. 365, 3851-3875. arXiv:1105.0640 .

[*]: Alves, J. F. and M. Málek (2013). Zeta functions and topological entropy of periodic nonautonomous dynamical systems. Discrete Contin. Dyn. Syst. 33 (2), 465-482.

[*]: Andersen, K., B. Oliver, and J. Ventura (2013). Fusion systems and amalgams. Math. Z. Printed version to appear.

[*]: Anjos, S. and M. Pinsonnault (2013). The homotopy Lie algebra of symplectomorphism groups of $3$ -fold blow-ups of the projective plane. Math. Z. Printed version to appear.

[*]: Baía, M., A. Barroso, M. Chermisi, and J. Matias (2013). Coupled second order singular perturbations for phase transitions. Nonlinearity 26 (5), 1271-1312.

[*]: Baía, M., M. Chermisi, J. Matias, and P. Santos (2013). Lower semicontinuity and relaxation of signed functionals with linear growth in the context of $A$ -quasiconvexity. Calc. Var. Partial Differential Equations. Printed version to appear.

[*]: Barchiesi, M., F. Cagnetti, and N. Fusco (2013). Stability of the Steiner symmetrization of convex sets. J. Eur. Math. Soc. (JEMS) 15 (4), 1245-1278.

[*]: Bardi, M. and G. Terrone (2013). On the Homogenization of some Non-coercive Hamilton-Jacobi-Isaacs Equations. Commun. Pure Appl. Anal. 12 (1), 207-236.

[*]: Barisch-Dick, S., G. L. Cardoso, M. Haack, and S. Nampuri (2013). Extremal black brane solutions in five-dimensional gauged supergravity. J. High Energy Phys. 2013 (02:103). arXiv:1211.0832.

[*]: Barreira, L. (2013). Dimension Theory of Hyperbolic Flows. Springer Monographs in Mathematics. Springer. To appear.

[*]: Barreira, L. and C. Valls (2013). Admissibility versus nonuniform exponential behavior for noninvertible cocycles. Discrete Contin. Dyn. Syst. 33 (4), 1297-1311.

[*]: Barreira, L. and C. Valls (2013). Analytic robustness of parameter-dependent perturbations of difference equations. Topol. Methods Nonlinear Anal. To appear.

[*]: Barreira, L. and C. Valls (2013). A Perron-type theorem for nonautonomous difference equations. Nonlinearity 26 (3), 855-870.

[*]: Barreira, L. and C. Valls (2013). Dynamical Systems: An Introduction. Universitext. Springer.

[*]: Barreira, L. and C. Valls (2013). Stable manifolds and nonuniform hyperbolicity: optimal estimates. Mediterr. J. Math. In press.

[*]: Barreira, L. and C. Valls (2013). Théorie des Systèmes Dynamiques: Une Introduction. Enseignement Sup - Mathématiques. EDP Sciences. To appear.

[*]: Barreira, L. and Y. Pesin (2013). Introduction to Smooth Ergodic Theory. Graduate Studies in Mathematics. AMS. To appear.

[*]: Barreira, L., D. Dragicevic, and C. Valls (2013). Lyapunov functions for strong exponential contractions. J. Differential Equations 255 (3), 449-468.

[*]: Barreira, L., D. Dragicevic, and C. Valls (2013). Lyapunov functions for strong exponential dichotomies. J. Math. Anal. Appl. 399 (1), 116-132.

[*]: Barreira, L., J. Chu, and C. Valls (2013). Lyapunov Functions for General Nonuniform Dichotomies. Milan J. Math. 81 (1), 153-169.

[*]: Bazarganzadeh, M. and F. Bozorgnia (2013). Numerical approximation of one phase quadrature domains. Numer. Methods Partial Differential Equations. arXiv:1203.0915 Printed version to appear.

[*]: Biscolla, L. M. O., J. Llibre, and W. M. Oliva (2013). The rolling ball problem on the plane revisited. Z. Angew. Math. Phys. Printed version to appear.

[*]: Biswas, I. and C. Florentino (2013). Commuting elements in reductive groups and Higgs bundles on abelian varieties. J. Algebra 388, 194-202.

[*]: Biswas, I., C. Florentino, J. Mourão, and J.Nunes (2013). Quantization of some moduli spaces of parabolic vector bundles on $CP ¹$ . Ann. Global Anal. Geom. 43 (2), 161-176. arXiv:1110.4236.

[*]: Biswas, I., C. Florentino, S. Lawton, and M. Logares (2013). The Topology of Parabolic Character Varieties of Free Groups. Geom. Dedicata. arXiv:1204.5924 Printed version to appear.

[*]: Boehm, J. and S. Papadakis (2013). Stellar subdivisions and Stanley-Reisner rings of Gorenstein complexes. Australas. J. Combin. 55, 235-248. arXiv:0912.2151.

[*]: Bolaños, Y., J. Llibre, and C. Valls (2013). On the number of invariant conics for the polynomial vector fields defined on quadrics. Bull. Sci. Math. In press.

[*]: Bozorgnia, F. and A. Arakelyan (2013). Numerical algorithms for a variational problem of the spatial segregation of reaction-diffusion systems. Appl. Math. Comput. 219 (17), 8863-8875. arXiv:1206.1388 .

[*]: Cagnetti, F., D. Gomes, and H. V. Tran (2013). Adjoint methods for obstacle problems and weakly coupled systems of PDE. ESAIM Control Optim. Calc. Var. arXiv:1103.3226 In press.

[*]: Cal, F. S., G. A. S. Dias, B. M. M. Pereira, and J. H. Videman (2013). Edge waves propagating in a two-layer fluid along a periodic coastline. J. Engrg. Math. In press.

[*]: Câmara, M. C. and J. Partington (2013). Near invariance and kernels of Toeplitz operators. J. Anal. Math. To appear.

[*]: Câmara, M. C., Y. I. Karlovich, and I. Spitkovsky (2013). Kernels of asymmetric Toeplitz operators and applications to almost periodic factorization. Complex Anal. Oper. Theory 7 (2), 375-407.

[*]: Cardoso, G. and A. Véliz-Osorio (2013). On the sigma-model of deformed special geometry. Nuclear Phys. B 872 (2), 228-252. arXiv:1212.4364.

[*]: Cirafici, M., A. Sinkovics, and R. J. Szabo (2013). Instanton counting and wall-crossing for orbifold quivers. Ann. Henri Poincare 14 (4), 1001-1041. arXiv:1108.3922 .

[*]: Cirafici, M. and R. Szabo (2013). Curve counting, instantons and McKay correspondences. J. Geom. Phys. arXiv:1209.1486 In press.

[*]: Colak, I., J. Llibre, and C.Valls (2013). Local analytic first integrals of planar analytic differential systems. Phys. Lett. A 377 (15), 1065-1069.

[*]: Corcho, A. J., F. Oliveira, and J. Drumond Silva (2013). Local and Global Well-posedness for the Critical Schrodinger-Debye System. Proc. Amer. Math. Soc. arXiv:1102.2874 To appear.

[*]: Correia Ramos, C., N. Martins, and P. Pinto (2013). On C*-Algebras from interval maps. Complex Anal. Oper. Theory 7, 221-235.

[*]: Costa, J. L., A. Alho, and J. Natário (2013). The problem of a self-gravitating scalar field with positive cosmological constant. Ann. Henri Poincare 14 (5), 1077-1107. arXiv:1206.4153 .

[*]: Costakis, G. and I. Parissis (2013). Dynamics of Tuples of Matrices in Jordan Form. Oper. Matrices 7 (1), 131-157. arXiv:1003.5321 .

[*]: da Costa, F., J. Pinto, and R. Sasportes (2013). The Redner - Ben-Avraham - Kahng cluster system. São Paulo J. Math. Sci. arXiv:1302.6745 To appear.

[*]: Dawson, C. and J. Videman (2013). A Streamline Diffusion Finite Element Method for the Viscous Shallow Water Equations. J. Comput. Appl. Math. 251, 1-7.

[*]: Elaydi, S., R. Luís, and H. Oliveira (2013). Local Bifurcation in One-dimensional Non-autonomous Periodic Difference Equations. Internat. J. Bifur. Chaos Appl. Sci. Engrg. 23 (3), 1350049, 18 pp.

[*]: El Harti, R., N. Phillips, and P. Pinto (2013). Profinite Pro-C*-algebras and pro-C*-algebras of profinite groups. Houston J. Math. arXiv:1110.3411 To appear.

[*]: Fernandes, R. L. and I. Struchiner (2013). The Classifying Lie Algebroid of a Geometric Structure I: Classes of Coframes. Trans. Amer. Math. Soc. arXiv:1103.5850 To appear.

[*]: Fernandes, R. L. and R. Caseiro (2013). Modular classes of Poisson maps . Ann. Inst. Fourier (Grenoble). arXiv:1103.4305 To appear.

[*]: Fiedler, B. and C. Rocha (2013). Schoenflies Spheres as Boundaries of Bounded Unstable Manifolds in Gradient Sturm Systems. J. Dynam. Differential Equations. To appear.

[*]: Florentino, C. and S. Lawton (2013). Character Varieties and the Moduli of Quiver Representations. In In the Tradition of Ahlfors-Bers, VI, Volume 590 of Contemporary Mathematics, pp. 9-38. AMS. arXiv:1104.2960.

[*]: Girão, P. and M. Pérez-Llanos (2013). Bifurcation curves of a diffusive logistic equation with harvesting orthogonal to the first eigenfunction. J. Math. Anal. Appl. 403 (2), 376-390.

[*]: Godinho, L. and A. Mandini (2013). Hyperpolygon spaces and moduli spaces of parabolic Higgs bundles. Adv. Math. 244, 465-532. arXiv:1101.3241.

[*]: Godinho, L. and M. E. Sousa-Dias (2013). Addendum and erratum to "The fundamental group of $S^{1}$ -manifolds". Canad. J. Math. 65, 553-558.

[*]: Gomes, D. and H. Sanchez-Morgado (2013). On the stochastic Evans-Aronsson problem. Trans. Amer. Math. Soc. To appear.

[*]: Gomes, D., J. Mohr, and R. Rigão Souza (2013). Continuous Time Finite State Mean Field Games. Appl. Math. Optim. To appear.

[*]: Gonçalves, P., B. Pereira, and J. Videman (2013). Error estimates for a coupled continuous-discontinuous FEM for the two-layer shallow water equations. In A. Pinto and D. Zilberman (Eds.), Modeling, Optimization and Bio-Economics, Proceedings in Mathematics. Springer-Verlag. To appear.

[*]: Jablan, S., L. Kauffman, and P. Lopes (2013). On the maximum number of colors for links. J. Knot Theory Ramifications 22 (3), 1350013, 19 pp. arXiv:1205.1467 .

[*]: Kirwin, W., J. Mourão, and J. Nunes (2013). Degeneration of Kaehler structures and half-form quantization of toric varieties. J. Symplectic Geom. arXiv:1011.3363 To appear.

[*]: Llibre, J., A. Mahdi, and C. Valls (2013). Darboux integrability of the Lü system. J. Geom. Phys. 63, 118-128.

[*]: Llibre, J. and C. Valls (2013). Algebraic invariant curves and algebraic first integrals for Riccati polynomial differential systems. Proc. Amer. Math. Soc. To appear.

[*]: Llibre, J. and C. Valls (2013). Generalized Weierstrass integrability for the complex differential equations $\frac{dy}{dx} = a (x) y^{4} + b (x) y^{3} + c (x) y^{2} + d (x) y + e (x)$ . Appl. Math. Lett. 26 (8), 836-841.

[*]: Llibre, J. and C. Valls (2013). Generalized Weierstrass Integrability of the Abel Differential Equations. Mediterr. J. Math. In press.

[*]: Llibre, J. and C. Valls (2013). Integrability in nonlinear biomathematical models. J. Geom. Phys. 66, 50-70.

[*]: Llibre, J. and C. Valls (2013). Limit cycles for a generalization of polynomial Liénard differential systems. Chaos Solitons Fractals 46, 65-74.

[*]: Llibre, J. and C. Valls (2013). On the number of limit cycles for a generalization of Liénard polynomial differential systems. Internat. J. Bifur. Chaos Appl. Sci. Engrg. 23 (3), 1350048, 16 pp.

[*]: Llibre, J. and C. Valls (2013). On the polynomial integrability of the Hoyer systems. J. Math. Anal. Appl. 399 (1), 411-417.

[*]: Llibre, J., D. Pasca, and C. Valls (2013). Qualitative study of a charged restricted three-body problem. J. Differential Equations 255 (3), 326-338.

[*]: Mackaay, M., M. Stosic, and P. Vaz (2013). A diagrammatic categorification of the $q$ -Schur algebra. Quantum Topol. 4 (1), 1-75. arXiv:1008.1348.

[*]: Mackaay, M., P. Turner, and P. Vaz (2013). Erratum: A remark on Rasmussen's invariant of knots. J. Knot Theory Ramifications 22 (1), 1392001, 1 pp.

[*]: Mahdi, A. and C. Valls (2013). Integrability of the Hide-Skeldon-Acheson dynamo. Bull. Sci. Math. In press.

[*]: Mahdi, A. and C. Valls (2013). On the nonintegrability of magnetic field lines. Phys. D 251, 60-62.

[*]: Martínez Torres, D. (2013). Codimension-one foliations calibrated by nondegenerate closed 2-forms. Pacific J. Math. 261 (1), 165-217.

[*]: McGarvey, M., L. Oliveira, and I. G. Todorov (2013). Normalisers of operator algebras and tensor product formulas. Rev. Mat. Iberoamericana. To appear.

[*]: Mendes Lopes, M., R. Pardini, and G. P. Pirola (2013). Brill-Noether loci for divisors on irregular varieties. J. Eur. Math. Soc. (JEMS). arXiv:1112.6357 To appear.

[*]: Mendes Lopes, M., R. Pardini, and G. P. Pirola (2013). Continuous families of divisors, paracanonical systems and Continuous families of divisors, paracanonical systems and a new inequality for varieties of maximal Albanese dimension. Geom. Topol. 17, 1205-1223. arXiv:1207.4516.

[*]: Natário, J. (2013). Optimal escape from circular orbits around black holes. Gen. Relativity Gravitation 45 (4), 811-818. arXiv:1207.3179 .

[*]: Nazarov, S. A., J. Taskinen, and J. Videman (2013). Asymptotic behavior of trapped modes in two-layer fluids. Wave Motion 50, 111-126.

[*]: Neves, J. and S. Papadakis (2013). Parallel Kustin-Miller unprojection with an application to Calabi-Yau geometry. Proc. London Math. Soc. (3) 106 (1), 203-223. arXiv:0903.1335 .

[*]: Neves, J., M. V. Pinto, and R. H. Villarreal (2013). Vanishing Ideals over Graphs and Even Cycles. Comm. Algebra. arXiv:1111.6278 To appear.

[*]: Pava, J. A., C. B., F. Oliveira, and J. D. Silva (2013). The Regularized Boussinesq Equation: Instability of Periodic Traveling Waves. J. Differential Equations 254 (9), 3994-4023.

[*]: Roulleau, X. (2013). On the Tate conjecture for the Fano surfaces of cubic threefolds. J. Number Theory 133 (7), 2320-2323.

[*]: Roulleau, X. and E. Rousseau (2013). On the hyperbolicity of surfaces of general type with small $c_{1}^{2}$ . J. London Math. Soc. (2) 87 (2), 453-477. arXiv:1201.5822 .

[*]: Roulleau, X., T. Bauer, B. Harbourne, A. L. Knutsen, A. Küronya, S. Müller-Stach, and T. Szemberg (2013). Negative Curves on Algebraic Surfaces. Duke Math. J. arXiv:1109.1881 To appear.

[*]: Santos, J. P. (2013). Cálculo numa variável real. IST Press.

[*]: Sepe, D. (2013). Universal Lagrangian bundles. Geom. Dedicata. To appear.

[*]: Valls, C. (2013). A note on the Stefanescu conjecture. Ann. Mat. Pura Appl. (4). Printed version to appear.

[*]: Valls, C. (2013). Liouvillian Integrability of a Modified Michaelis-Menten Equation. J. Nonlinear Math. Phys. 20 (1), 1-8.

[*]: Vaz, P. and E. Wagner (2013). A Remark on BMW algebra, q-Schur Algebras and Categorification. Canad. J. Math. arXiv:1203.4628 To appear.

[*]: Vaz Pinto, M. and R. H. Villarreal (2013). The Degree and regularity of vanishing ideals of algebraic toric sets over finite fields. Comm. Algebra. arXiv:1110.2124 To appear.