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 doi Llibre, J. ; SILVA, M. F. . Phase portraits of integrable quadratic systems with an invariant parabola and an invariant straight line. COMPTES RENDUS MATHEMATIQUE, v. 357, p. 143-166, 2019.

doi  MARQUES, JOICE CHAVES ; MALCHOW, HORST ; Rodrigues, Luiz Alberto Díaz ; MISTRO, DIOMAR CRISTINA . The Effects of Stochasticity on Pattern Formation in a Space- and Time-Discrete Predator-Prey System with Strong Allee Effect in the Prey. Bulletin of Mathematical Biology, v. x, p. x-x, 2019.

 doi   AHMED, DANISH ; PETROVSKII, SERGEI ; TILLES, PAULO . The -Lévy or Diffusion- Controversy: How Important Is the Movement Pattern in the Context of Trapping?. Mathematics, v. 6, p. 77, 2018.

 Imagem inline 1 AIOLFI,A.; NUNES, G. ; SAUER, L. ; SOARES, R. . Compact CMC Graphs in $$M imes mathbb {R}$$M×R with Boundary in Two Horizontal Slices. BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY, v. 49, p. 659-672, 2018.

Imagem inline 1   ALLEM, LUIZ EMILIO; TURA, FERNANDO COLMAN . Multiplicity of eigenvalues of cographs. DISCRETE APPLIED MATHEMATICS, v. 247, p. 43-52, 2011761-1838, 2018.

Imagem inline 1  ALVES, MARGARETH S. ; Ferreira, Marcio V. ; MUÑOZ RIVERA, JAIME E.; VILLAGRÁN, O. VERA . Stability of a thermoelastic mixture with second sound. MATHEMATICS AND MECHANICS OF SOLIDS, v. 1, p. 108128651877579, 2018.

Imagem inline 1  BONORINO, LEONARDO PRANGE ; KLASER, PATRÍCIA KRUSE . Bounded $$lambda $$ λ -Harmonic Functions in Domains of $${mathbb {H}}^n$$ H n with Asymptotic Boundary with Fractional Dimension. JOURNAL OF GEOMETRIC ANALYSIS, v. 28, p. 2503-2521, 2018.

 doi  CASTERAS, J. ; Holopainen, I. ; Ripoll, Jaime B. . Convexity at infinity in Cartan-Hadamard manifolds and applications to the asymptotic Dirichlet and Plateau problems. MATHEMATISCHE ZEITSCHRIFT, v. 290, p. 221-250, 2018.

 doi  CLAEYSSEN, J,C,R.; COPETTI, ROSEMAIRA ; TONETTO, LETICIA ; CARVALHO, J. B. P. . Nanobeams and AFM Subject to Piezoelectric and Surface Scale Effects. Advances in Mathematical Physics, v. 2018, p. 1-24, 2018.

    doi   Ferreira, Marcio V.; MUÑOZ RIVERA, JAIME E.; SU ÁREZ, FREDY M. S.  Transmission problems for Mindlin-Timoshenko plates: frictional versus viscous damping mechanisms. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK, v. 69, p. 74, 2018. 

doi     Ferreira, Marcio V.; MUÑOZ RIVERA, JAIME E. . Polynomial stability of a magneto-thermoelastic Mindlin-Timoshenko plate model. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK, v. 69, p. 3, 2018.

doi  JACOBS, DAVID P. ; TREVISAN, VILMARTURA, FERNANDO COLMAN . Eigenvalue location in cographs. DISCRETE APPLIED MATHEMATICS, v. 245, p. 220-235, 2018.

LAROSSA, J.F.;  SEARA, T. M. ; REVES-BONET, C. . Regularization around a generic codimension one fold-fold singularity. JOURNAL OF DIFFERENTIAL EQUATIONS, v. 265, p. 1761-1838, 2018.

 doi  LAZZARIN, JOÃO ; MÁRQUEZ, OSCAR F. ; TURA, FERNANDO C. . No threshold graphs are cospectral. LINEAR ALGEBRA AND ITS APPLICATIONS, v. 560, p. 133-145, 2018.

doi  STEFANELLO, M.B. ; DEGRAZIA, G.A. ; MORTARINI, L. ; BULIGON, L. ; MALDANER, S. ; CARVALHO, J.C. ; ACEVEDO, O.C. ; MARTINS, L.G.N. ; ANFOSSI, D. ; BURIOL, C. ; ROBERTI, D. . Development of an analytical Lagrangian model for passive scalar dispersion in low-wind speed meandering conditions. PHYSICA A-STATISTICAL MECHANICS AND ITS APPLICATIONS, v. 492, p. 1007-1015, 2018.

 doi  TURA FERNANDO,   The characteristic polynomial of generalized lollipop graphs. APPLIED MATHEMATICS AND COMPUTATION,  v. 337, p. 137-143, 2018.

WENNINGKAMP, R. T. ; JUNGES MIOTTO, T. . APLICAÇÕES DA ÁLGEBRA LINEAR NA GENÉTICA. REVISTA BRASILEIRA DE INICIAÇÃO CIENTÍFICA, v. 5, p. 15-29, 2018.

 Imagem inline 1 ANDRUSKIEWITSCH, NICOLÁS ; Bagio, Dirceu ; DELLA FLORA, SARADIA ; FLÔRES, DAIANA . Representations of the super Jordan plane. SÃO PAULO JOURNAL OF MATHEMATICAL SCIENCES, v. 11, p. 312-325, 2017

Imagem inline 1  Bagio, Dirceu; PINEDO, HECTOR . On the separability of the partial skew groupoid ring. SÃO PAULO JOURNAL OF MATHEMATICAL SCIENCES, v. 11, p. 370-384, 2017.

 Imagem inline 1 Bonorino, L. P., Klaser, P. K.: Bounded lambda Harmonic Functions in Domains of H^n with Asymptotic Boundary with Fractional Dimension. The Journal of Geometric Analysis (2017)

 • BURIOL, C., MENZALA, G. P. . On uniform Stabilization of a Quasi-Linear Model in Hyperbolic Thermoelasticity. Journal of Abstract Differential Equations and Applications, v. 8, p. 1-23, 2017.

Imagem inline 1   CARVALHO, JOÃO ; SOUZA, BRUNA S. ; TREVISAN, VILMARTURA, FERNANDO C. Exponentially many graphs have a -cospectral mate. DISCRETE MATHEMATICS, v. 340, p. 2079-2085, 2017.

 Imagem inline 1  FERREIRA, MARCIO, V.,  , RIVERA, JAIME E. MUÑOZ ; RAMBAUD, AMELIE ; VERA, OCTAVIO . Asymptotic behavior for a generalized micropolar thermoelastic body. APPLIED MATHEMATICS LETTERS, v. 73, p. 37-43, 2017. 

Imagem inline 1  SILVA, T. S. ; LAZZARIN, J. . Matemática Inclusiva: Ensinando Matrizes a Deficientes Visuais. Ciência e Natura, v. 39, p. 118-126, 2017. 

 Imagem inline 1  TILLES, PAULO F. C.; PETROVSKII, SERGEI V. ; NATTI, PAULO L.. A random acceleration model of individual animal movement allowing for diffusive, superdiffusive and superballistic regimes. Scientific Reports, v. 7, p. 14364, 2017. 

• TURA, F.C., L-Borderenergetic Graphs. Match (Mulheim), v. 77, p. 37-44, 2017.

Imagem inline 1  TURA FERNANDO, cospectrality and -energy in cographs. Linear and Multilinear Algebra, v. 1, p. 1-12, 2017.         

• TURA, F.C., L-Borderenergetic Graphs and Normalized Laplacian Energy. MATCH-COMMUNICATIONS IN MATHEMATICAL AND IN COMPUTER CHEMISTRY, v. 77, p. 617-624, 2017.
 
doi JUNGES MIOTTO, TAÍSA; MIOTTO, MÁRCIO LUÍS. An Ambrosetti-Prodi-type problem for the (p,q)-Laplacian operator. COMMUNICATIONS IN CONTEMPORARY MATHEMATICS, v. 19, p. 1750067, 2017.

 Ari Aiolfi, Jaime Ripoll, Marc Soret.  The Dirichlet problem for the minimal hypersurface equation on arbitrary domains of a Riemannian manifold. Manuscripta Mathematica, v. 149, Issue 1, pp 71-81, 2016.

doi  BAGIO, DIRCEU ; FLÔRES, DAIANA ; SANT?ANA, ALVERI . INNER ACTIONS OF WEAK HOPF ALGEBRAS. JOURNAL OF ALGEBRA AND ITS APPLICATIONS, v. 16, p. 1750118, 2016.

doi  BISOGNIN, VANILDE ; BURIOL, CELENE ; FERREIRA, MARCIO V. . On the Exponential Decay of Solutions of a Coupled System of Dissipative Benjamin-Bona-Mahony Type Equations in Domain with Moving Boundaries. Acta Applicandae Mathematicae, v. 141, p. 49-67, 2016.

 
 doi   C. Buriol; Menzala, G.,A.  Uniform stabilization of a quasilinear platemodel in hyperbolic thermoelasticity. Mathematical Methods in the Applied Sciences, v. 39, p. 2146-2158, 2016.
 
doi  GODOI, JULIANO D.B. de; MIYAGAKI, OLIMPIO H. ; RODRIGUES, RODRIGO S. . A class of nonlinear elliptic systems with Steklov-Neumann nonlinear boundary conditions. ROCKY MOUNTAIN JOURNAL OF MATHEMATICS, v. 46, p. 1519-1545, 2016.
 

 doi  JUNGES MIOTTO, T. On the Ambrosetti-Prodi problem for a system involving -Laplacian operator. Mathematische Nachrichten, (online) v. 289, p. 67-84, 2016.

doi    Llibre, J. ; SILVA, M. F. . Global phase portraits of Kukles differential systems with homogenous polynomial nonlinearities of degree 5 having a center. Topological Methods in Nonlinear Analysis, v. 48, p. 257-282, 2016.

doi  Llibre, J. ; SILVA, M. F. . Global phase portraits of Kukles differential systems with homogenous polynomial nonlinearities of degree 6 having a center and their small limit cycles. International Journal of Bifurcation and Chaos in Applied Sciences and Engineering, v. 26, p. 1650044-1-1650044-25, 2016.

 doi STEFANELLO, M. B. ; DEGRAZIA, G. A. ; MALDANER, S. ; BURIOL, CELENE ; MOOR, L. P. ; CARVALHO, J. C. ; MORTARINI, L. ; RIZZA, U. . Desenvolvimento de um modelo matemático para descrever a dispersão de contaminantes em situações de meandro do vento horizontal. Ciência e Natura, v. 38, p. 326-329, 2016.

doi  TILLES, PAULO F.C.; PETROVSKII, SERGEI V. . How animals move along? Exactly solvable model of superdiffusive spread resulting from animal’s decision making. Journal of Mathematical Biology, v. 73, p. 227-255, 2016.

 doi  TILLES, PAULO F.C.; PETROVSKII, SERGEI V. ; NATTI, PAULO L. . A random walk description of individual animal movement accounting for periods of rest. Royal Society Open Science, v. 3, p. 160566, 2016.

  Bdoiagio, Dirceu; PINEDO, HECTOR . GLOBALIZATION OF PARTIAL ACTIONS OF GROUPOIDS ON NONUNITAL RINGS. Journal of Algebra and its Applications, v. 15, p. 150607211958009, 2015.

doi  BEMM, LAERTE ; CORTES, WAGNER ; FLORA, SARADIA DELLA ; FERRERO, MIGUEL . Partial Crossed Products and Goldie Rings. Communications In Algebra (Online), v. 43, p. 3705-3724, 2015

• CLAEYSSEN, J. C. R. ; TONETTO, L. ; TOLFO, D. ; COPETTI, D. R.  Nonlocal elastic beam models in small size structures. MATHEMATICS IN ENGINEERING, SCIENCE AND AEROSPACE, v. 6, p. 425-452, 2015. 

doi  DE GODOI, JULIANO D.B. ; MIYAGAKI, OLÍMPIO H. ; RODRIGUES, RODRIGO S. On Steklov-Neumann boundary value problems for some quasilinear elliptic equations. Applied Mathematics Letters, v. 45, p. 47-51, 2015.

doi DE GODOI, J.D.B. ; MIYAGAKI, O.H. ; RODRIGUES, R.S.  Steklov-Neumann Eigenproblens: A Spectral Characterization of the Sobolev Trace Spaces. Milan Journal of Mathematics (Printed ed.), v. 83, p. 177-198, 2015.

 FERREIRA, M. V. ; BURIOL, CELENE . Orthogonal decomposition and asymptotic behavior for a linear coupled system of Maxwell and heat equations. Electronic Journal of Differential Equations, v. 2015, p. 1-11, 2015.

doi FERREIRA, MARCIO V.; BURIOL, CELENE. Orthogonal decomposition and asymptotic behavior for nonlinear Maxwell’s equations. Journal of Mathematical Analysis and Applications (Print), v. 426, p. 392-405, 2015.

doi JACOBS, DAVID P. ; TREVISAN, VILMAR; TURA, FERNANDO. Eigenvalues and energy in threshold graphs. Linear Algebra and its Applications, v. 465, p. 412-425, 2015.

 PINHEIRO, T. A. ; LAZZARIN, J . Recorrência Matemática Na OBMEP. Ciência e Natura, v. 37, p. 36-46, 2015.

doi RODRIGUES, LUIZ ALBERTO DÍAZMISTRO, DIOMAR CRISTINA; CARA, ELISA REGINA ; PETROVSKAYA, NATALIA ; Petrovskii, Sergei. Patchy Invasion of Stage-Structured Alien Species with Short-Distance and Long-Distance Dispersal. Bulletin of Mathematical Biology (Print), v. 77, p. 1583-1619, 2015.

 

   ALVES, MARCOS TEIXEIRA ; FERREIRA, MARCIO VIOLANTE . EXISTÊNCIA E UNICIDADE DE SOLUÇÃO PARA UM SISTEMA DE EQUAÇÕES DE MAXWELL NUM MEIO CONDUTOR PERFEITO. Ciência e Natura, v. 36, p. 341-349, 2014.  

doi AREND, GRACIELE DE BORBA GOMES ; FERREIRA, MARCIO VIOLANTE . EXISTÊNCIA, DECOMPOSIÇÃO ORTOGONAL E COMPORTAMENTO ASSINTÓTICO DAS SOLUÇÕES DE UM SISTEMA EM ELETROMAGNETISMO. Ciência e Natura, v. 36, p. 030-038, 2014.

doi BISOGNIN, VANILDE; BURIOL, CELENEFERREIRA, MARCIO V. . On the Exponential Decay of Solutions of a Coupled System of Dissipative Benjamin-Bona-Mahony Type Equations in Domain with Moving Boundaries. Acta Applicandae Mathematicae, v. 134, p. 1, 2014.

doi  BISOGNIN, VANILDE ; BURIOL, CELENE ; FERREIRA, MARCIO VIOLANTE . Estabilidade da Solução da Equação Dissipativa de Benjamin-Bona-Mahony em Domínio com Fronteira Móvel. Ciência e Natura, v. 36, p. 73-81, 2014.

doi  BURIOL, CELENE ; SIGUENAS, LORENS ESTEVAN BURIOL . ESTABILIDADE QUASE UNIFORME DE UM PROBLEMA TERMOELÁSTICO SEMILINEAR. Ciência e Natura, v. 36, p. 350-358, 2014.

doi  DOTTO, G.L. ; BURIOL, C. ; PINTO, L.A.A. . Diffusional mass transfer model for the adsorption of food dyes on chitosan films. Chemical Engineering Research & Design, v. 92, p. 2324-2332, 2014.

 FRANK, A. ; MISTRO, D. C. . Um modelo para controle biológico de pragas associado ao uso de pesticidas. Biomatemática (UNICAMP), v. 24, p. 109-123, 2014.

 GUZMAN, J. A. A. ; LAZZARIN, J . Partial skew group ring and applications to modules. JP Journal of Algebra, Number Theory and Applications, v. 35, p. 15-23, 2014.

doi  JACOBS, DAVID P. ; TREVISAN, VILMAR ; TURA, FERNANDO . Computing the Characteristic Polynomial of Threshold Graphs. Journal of Graph Algorithms and Applications, v. 18, p. 709-719, 2014.

doi  MIOTTO, MÁRCIO LUÍS . MULTIPLICIDADE DE SOLUÇÕES PARA UMA CLASSE DE PROBLEMAS QUASELINEARES CRÍTICOS EM RN ENVOLVENDO FUNÇÃO PESO COM MUDANÇA DE SINAL. Ciência e Natura, v. 36, p. 367-379, 2014.

doi  Mistro, Diomar C. ; RODRIGUES, LUIZ ALBERTO D. . Progress in mathematical population dynamics and ecology. Ecological Complexity (Print), v. 18, p. 3-5, 2014.

doi PAQUES, ANTONIO ; FLÔRES, DAIANA . Duality for Groupoid (Co)Actions. Communications in Algebra, v. 42, p. 637-663, 2014.

doi  RODRIGUES, LUIZ ALBERTO D. Diffusion models: still promoting progresses. Comments on Multiscale Approach to Pest Insect Monitoring: Random Walks, Pattern Formation, Syncronization and Networks by S. Petrovskii, N. Petrovskaya and D. Bearup. Physics of Life Reviews (Print), v. 11, p. 529-530, 2014.

doi  RODRIGUES, VINICIUS WEIDE ; COPETTI, Rosemaira Dalcin . FREQUÊNCIAS E AUTOFUNÇÕES DO SISTEMA DE DUAS CORDAS ACOPLADAS. Ciência e Natura, v. 36, p. 380-389, 2014.

doi ALVES, MARGARETH S. ; BURIOL, CELENE ; FERREIRA, MARCIO V. ; MUNÕZ RIVERA, JAIME E. ; SEPÚLVEDA, MAURICIO; VERA, OCTAVIO . Asymptotic behaviour for the vibrations modeled by the standard linear solid model with a thermal effect. Journal of Mathematical Analysis and Applications (Print), v. 399, p. 472-479, 2013.

doi ANDRUSKIEWITSCH, NICOLÁS ; ANGIONO, IVÁN ; Bagio, Dirceu . EXAMPLES OF POINTED COLOR HOPF ALGEBRAS. Journal of Algebra and its Applications, v. 13, p. 130616225601003, 2013.

doi BISOGNIN, VANILDE ; BURIOL, CELENE ; FERREIRA, MARCIO V. ; SEPÚLVEDA, MAURICIO ; VERA, OCTAVIO . Asymptotic Behaviour for a Nonlinear Schrödinger Equation in Domains with Moving Boundaries. Acta Applicandae Mathematicae, v. 125, p. 159-172, 2013.

doi Claeyssen, J. R. ; Tsukazan, T. ; COPETTI, R. D. . Eigenanalysis of an Euler-Bernoulli model coupled with van der Waals forces for carbon nanotubes. IMA Journal of Applied Mathematics, v. 78, p. 1032-1050, 2013.

doi Claeyssen, J. R. ; Tsukazan, T. ; COPETTI, Rosemaira Dalcin . Nonlocal effects in modal analysis of forced responses with single carbon nanotubes. Mechanical Systems and Signal Processing, v. 38, p. 299-311, 2013.

 Dattori ; SILVA, M. F. . Gevrey global solvability of non-singular real first-order differential operators. Annali di Matematica Pura ed Applicata, v. 192, p. 245-253, 2013.

 FLÔRES, D. ; PAQUES, A. . On the structure of skew groupoids rings which are Azumaya. Algebra and Discrete Mathematics, v. 16, p. 71-80, 2013.

doi JACOBS, DAVID P. ; TREVISAN, VILMAR ; TURA, FERNANDO . Eigenvalue location in threshold graphs. Linear Algebra and its Applications, v. 439, p. 2762-2773, 2013.

doi LAZZARIN, J. ; GUZMAN, J. A. A. . Partial Actions and Power Sets. International Journal of Mathematics and Mathematical Sciences, v. 2013, p. 1-4, 2013.

 Rodrigues, Luiz Alberto Díaz ; Mistro, Diomar C. . Biological Invasions in Heterogeneous Environments: The Coupled Map Lattice Framework. Mathematical Modelling of Natural Phenomena, v. 8, p. 96-106, 2013.

 Rodrigues, Luiz Alberto Díaz ; OSSANI, S. ; Mistro, Diomar C.  Dinâmica de um sistema presa-predador com predador infectado por uma doença. Biomatemática (UNICAMP), v. 23, p. 57-80, 2013.

doi  RODRIGUES, LUIZ ALBERTO D. ; VARRIALE, MARIA C. ; GODOY, WESLEY A.C. ; Mistro, Diomar C.  Spatiotemporal dynamics of an insect population in response to chemical substances. Ecological Complexity (Print), v. 16, p. 51-58, 2013.