J.A. Ferreira, J. Naghipoor and P. de Oliveira,The effect of reversible binding sites on the drug release from drug eluting stent, Proceeding of International Conference on Computational and Mathematical Methods in Science and Engineering 2014.

 

J.A. Ferreira, J. Naghipoor and P. de Oliveira, Numerical and analytical study of a coupled cardiovascular drug delivery model, Journal of Computational and Applied Mathematics, doi: 10.1016/j.cam.2014.04.021, Impact factor: 1.07 (PDF).

 

J.A. Ferreira, J. Naghipoor and P. de Oliveira, A Coupled Non-Fickian Model of a Cardiovascular Drug Delivery System, Submitted  on August 2014.

 

J.A. Ferreira, J. Naghipoor and P. de Oliveira, Numerical simulation of a coupled cardiovascular drug delivery model, Proceeding of International Conference on Computational and Mathematical Methods in Science and Engineering 2013, ISBN: 978-84-616-2723-3A (PDF).

 

Araújo, E. Azhdari, S. Bardeji, A. Caetano, J. Correia, P. Freitas, M. Ghalati, M.Grinfeld, N. Mohammad, J. Naghipoor, J. Pavlova, D. Pinheiro,“Modelling percolation and fractal structure in aerogels”, Problem presented by 'Active Space Technologies' at the 92nd European Study Group withIndustry, 06th-10th May 2013, Institute of Engineering, Coimbra, Portugal (Link).

 

Ali R. Soheili, J. Naghipoor and S. A. Ahmadian, A Gradient Weighted Moving Finite Element Method with Polynomial Approximation of Any Degree, MathematicalProblems in Engineering (MPE), Hindawi, Volume 2009, Article ID 602712,doi:10.1155/2009/602712, ISI, Impact factor: 1.38, (PDF)

 

J. Naghipoor, S. A. Ahmadian and Ali R. Soheili, An Improved Regula Falsi Method for Finding Simple Zeros of Nonlinear Equations, Applied Mathematical Sciences, Vol. 2, 2008, no. 8, 381 – 386 (PDF).

 

Ali R. Soheili, S.A. Ahmadian and J. Naghipoor, A Family of Predictor-Corrector MethodBased on Weight Combination of Quadratures for Solving Nonlinear Equations,International journal of NonlinearScience Vol 6 2008 No. 1 pp 29-33 (PDF).

 

B. Moradi and J. Naghipoor, Solving Second Kind Fredholm Integral Equations With Special Oscillatory Kernel, Journal of Modern Mathematics and Statistics 2(4), 153-156, 2008 (PDF).