Papers in International Journals

• Jesus Bellver Arnau; Alessandro Margheri; Rebelo, Carlota (2024) Dynamics of a mosquito egg-larvae model with seasonality Bulletin of Mathematical Biology: 86, paper 9.

• Freire, Tomas ; Hu, Z; Wood, K. B.; Gjini, Erida (2024) Modeling spatial evolution of multi-drug resistance under drug environmental gradients PLOS Computational Biology.

• Ermanda Dekaj; Gjini, Erida (2024) Pneumococcus and the stress-gradient hypothesis: a trade-off links R0 and susceptibility to co-colonization across countries Theoretical Population Biology: 156, 77-92.

• Anwar, M. Adnan; Tiago, Jorge (2024) Time-dependent strategy for improving aortic blood flow simulations with boundary control and data assimilation Applied Mathematics and Computation: Volume 493, 15, 129266.

• Costa, C., Sirard, J. C., Gibson, P. S.,; Gjini, Erida; Baldry, M. (2024) Triggering Toll-Like Receptor 5 signaling during pneumococcal superinfection prevents the selection of antibiotic resistance. Journal of Infectious Diseases.

• Rebelo, Carlota; Ortega, Victor (2023) A note on stability criteria in the periodic Lotka–Volterra predator-prey model Applied Mathematics Letters: 145, Paper No. 108739.

• Gidoni, Paolo; Margheri, Alessandro; Rebelo, Carlota (2023) Limit cycles for dynamic crawling locomotors with periodic prescribed shape Z. Angew. Math. Phys.: 74:46.

• Rebelo, Carlota; Margheri, Alessandro (2023) The Poincare-Birkhoff theorem and some applications Rendiconti del Seminario Matematico Torino: 81, 71-85.

• Le, Thi Minh Thao; Madec, Sten; Gjini, Erida (2022) Disentangling how multiple traits drive 2 strain frequencies in SIS dynamics with coinfection Journal of Theoretical Biology: Volume 538, 111041, 0022-5193.

• Coelho, Isabel; Rebelo, Carlota; Sovrano, Elisa (2021) Extinction or coexistence in periodic Kolmogorov systems of competitive type Discrete Contin. Dyn. Syst.: 41, 5743-5764.

• Margheri, Alessandro; Rebelo, Carlota; Zanolin, Fabio (2021) Fixed points for planar maps with multiple twists, with application to nonlinear equations with indefinite weight Philos. Trans. Roy. Soc. A: 379.

• Gjini, Erida; Wood, Kevin B. (2021) Price equation captures the role of drug interactions and collateral effects in the evolution of multidrug resistance eLife: 10, e64851.

• Gjini, Erida; Madec, Sten (2021) The ratio of single to co-colonization is key to complexity in interacting systems with multiple strains Ecology and Evolution: 11 (13).

• Rebelo, Carlota; Soresina, Cinzia (2020) Coexistence in seasonally varying predator-prey systems with Allee effect Nonlinear Anal. Real World Appl.: 55.

• Madec, Sten; Gjini, Erida (2020) Predicting N-Strain Coexistence from Co-colonization Interactions: Epidemiology Meets Ecology and the Replicator Equation Bulletin of Mathematical Biology: 82 (142).

• Oliveira, Diana; Aguiar-Rosa, Sílvia; Tiago, Jorge; Ferreira, Rui Cruz; Agapito, Ana Figueiredo; Sequeira, Adélia (2019)  Bicuspid aortic valve aortopathies: An hemodynamics characterization in dilated aortas Computer Methods in Biomechanics and Biomedical Engineering.

• Ardakani, V.; Tu, X.; Gambaruto, A. M.; Velho, Iolanda; Tiago, Jorge; Sequeira, Adélia; Pereira, Ricardo Henriques (2019) Near-Wall Flow in Cerebral Aneurysms  Fluids: 4(2), 89.

• Apura, João; Tiago, Jorge; Moura, Alexandra; Lourenço, José Artur ; Sequeira, Adélia (2019) The effect of ventricular volume increase on the amplitude of intercranial pressure Computer Methods in Biomechanics and Biomedical Engineering.

• Guerra, Telma; Catarino, C.; Mestre, T.; Santos, S.; Tiago, Jorge; Sequeira, Adélia (2018) A data assimilation approach for non-Newtonian blood flow simulations in 3D geometries Applied Mathematics and Computation: 321: 176-194, https://doi.org/10.1016/j.amc..

• Apura, J.; Tiago, Jorge; Sequeira, Adélia; Rosário, Luís Brás (2018) Numerical modeling of cardiovascular physiology. Study of dynamic changes during autonomic reflexes Springer Nature Singapore Pte Ltd., IFMBE Proceedings: 65, 278-281.

• Gudiño, Elias; Sequeira, Adélia (2017) 3D Mathematical model for blood flow and non-Fickian mass transport by a coronary drug-eluting stent Applied Mathematical Modelling: 46, 161-180.

• Tiago, Jorge; Guerra, Telma; Sequeira, Adélia (2017) A velocity tracking approach for the data assimilation problem in blood flow simulations International Journal of Numerical Methods in Biomedical Engineering, (in press).

• Silva-Herdade, Ana S.; Sequeira, Adélia; Ângelo Calado; Kafi, Oualid; M. Carlota Saldanha (2017) Hydrodynamics of a free-flowing leukocyte toward the endothelial wall Microvascular Research: 112, 7-13.

• Gudiño, Elias; Oishi, C. M. ; Sequeira, Adélia (2017) Modeling of non-Fickian diffusion and dissolution from a thin polymeric coating: an application on drug-eluting stents International Journal for Numerical Methods in Engineering: 1-26, published online.

• Gudiño, Elias; Oishi, C. M. ; Sequeira, Adélia (2017) Multiscale boundary conditions for non-Fickian diffusion applied to drug eluting stents  SIAM Journal of Applied Mathematics: 77(4), 1184-1203.

• Kafi, Oualid; El Khatib, N.; Tiago, Jorge; Sequeira, Adélia (2017) Numerical Simulations of a 3D Fluid-Structure Interaction Model for Blood Flow in an Atherosclerotic Artery Mathematical Biosciences and Engineering: 14, 179-193.

• Tricerri, Paolo; Dedé, L.; Gambaruto, A. M.; Quarteroni, A.; Sequeira, Adélia (2016) A numerical study of isotropic and anisotropic constitutive models with relevance to healthy and unhealthy cerebral arterial tissues International Journal of Engineering Science: 101, 126 - 155.

• Apura, J.; Rosário, Luís Brás; Pinto, F.; Rocha, I.; Sequeira, Adélia (2016) Cardiac chemoreflex control of cardiac stroke work and energy consumption FASEB Journal: 30(1), S. 1286.5.

• Jantarada, Ana; Gambaruto, A. M.; Tiago, Jorge; Sequeira, Adélia (2016) Computational advances applied to medical image processing: an update Open Acess Bioinformatics (Dove Medical Press): 8, 1-15.

• Javad Hatami; Tiago, Jorge; Sequeira, Adélia (2016) Computational modeling of megakaryocytic differentiation of umbilical cord blood-derived stem/progenitor cells Computers and Chemical Engineering: 94, 117-127.

• Silva, Telma; Sequeira, Adélia; Santos, Rafael F.; Tiago, Jorge (2016) Existence, uniqueness, stability and asymptotic behaviour of solutions for a mathematical model of atherosclerosis Discrete and Continuous Dynamical Systems: Series S 9, Issue1, 343 - 362.

• Bessonov, N. ; Sequeira, Adélia; Simanov, S. ; Vassilevskii, Y. ; Volpert, V. (2016) Methods of blood flow modelling Mathematical Modelling of Natural Phenomena: 11(1), 1-25.

• Pavlova, Jevgenija; Fasano, Antonio; Sequeira, Adélia (2016) Numerical simulations of a reduced model for blood coagulation Zeitschrift für angewandte Mathematik und Physik - ZAMP: 67:28, https://doi.org/10.1007/s00033.

• Tricerri, Paolo; Dede, L.; Deparis, S. ; Quarteroni, A.; Robertson, A.; Sequeira, Adélia (2015) Fluid-structure interaction simulations of cerebral arteries modeled by isotropic and anisotropic constitutive laws Computational Mechanics: 55(3), 479-498.

• Tiago, Jorge (2015) Numerical simulations for the stabilization and estimation problem of a semilinear partial differential equation Applied Numerical Mathematics: 98, 18-37.

• Pavlova, Jevgenija; Janela, João; Sequeira, Adélia (2015) Numerical validation of a synthetic cell-based model of blood coagulation Journal of Theoretical Biology: 380, 367-379.

• Sequeira, Adélia; Bodnár, T. (2014) Blood Coagulation Simulations using a Viscoelastic Model Mathematical Modelling of Natural Phenomena: 9 (06), 34-45.

• Bras-Rosario, L.; Nunes, C.; Moura, Alexandra; Rocha, I.; Pinto, F.; Sequeira, Adélia (2014) Influence of the baroreflex on the evolution of ventriculo arterial coupling The Journal of the Federation of American Societies for Experimental Biology: 28(1), 681.3.

• Guerra, Telma; Tiago, Jorge; Sequeira, Adélia (2014) Optimal Control in Blood Flow Simulations International Journal of Non-Linear Mechanics: 64, 57-69.

• Tiago, Jorge; Gambaruto, A. M.; Sequeira, Adélia (2014) Patient-specific blood flow simulations: setting Dirichlet boundary conditions for minimal error with respect to measured data Mathematical Models of Natural Phenomena: 9(6), 98-116.

• Rossi, Simone; Lassila, T.; Ruiz-Baier, R.; Sequeira, Adélia; Quarteroni, A. (2014) Termodinamically consistent orthotropic activation model capturing ventricular systolic wall thickening in cardiac electromechanics European Journal of Mechanics - A/Solids: 48, 129-142.

• Fasano, Antonio; Pavlova, Jevgenija; Sequeira, Adélia (2013) A Synthetic Model for Blood Coagulation Including Blood Slip at the Vessel Wall Clinical Hemorheology and Microcirculation: 54(1), 1-14.

• Silva, Telma; Sequeira, Adélia; Santos, Rafael F.; Tiago, Jorge (2013) Mathematical modeling of atherosclerotic plaque formation coupled with a non-Newtonian model of blood flow Conference Papers in Mathematics: 2013, 405914.

• Gambaruto, A. M.; Janela, João; Moura, Alexandra; Sequeira, Adélia (2013) Shear-Thinning Effects of Hemodynamics in Patient-Specific Cerebral Aneurysms Mathematical Biosciences and Engineering: 10(3), 649-665.

• Guerra, Telma (2012) Distributed control for shear-thinning non-Newtonian fluids Journal of Mathematical Fluid Mechanics: 14(4), 771-789.

• Moura, Alexandra; Sequeira, Adélia (2012) Modeling and simulation of the human cardiovascular system CIM Bulletin (International Center for Mathematics): 31, 27-34.

• Ramalho, S.; Moura, Alexandra; Gambaruto, A. M.; Sequeira, Adélia (2012) Sensitivity to Outflow Boundary Conditions and Level of Geometry Description for a Cerebral Aneurysm International Journal for Numerical Methods in Biomedical Engineering: 28(6-7), 697-713.

• Sequeira, Adélia; Santos, Rafael F.; Bodnar, Tomas (2011) Blood Coagulation Dynamics: Mathematical Modeling and Stability Results Mathematical Biosciences and Engineering: 8(2), 425-443.

• Smith, Keith D.; Sequeira, Adélia (2011) Micro-Macro Simulations of a Shear-Thinning Viscoelastic Kinetic Model: Applications to Blood Flow Applicable Analysis: 90(1), 227-252.

• Bodnar, T.; Sequeira, Adélia; Prosi, M. (2011) On the Shear-Thinning and Viscoelastic Effects of Blood Flow Under Various Flow Rates Applied Mathematics and Computation: 217(11), 5055-5067.