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Dive into the research topics where Jorge Ferreira is active.

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Featured researches published by Jorge Ferreira.


Journal of Computational and Applied Mathematics | 2016

The Euler-Galerkin finite element method for a nonlocal coupled system of reaction-diffusion type

José C.M. Duque; Rui Almeida; S. N. Antontsev; Jorge Ferreira

In this work, we study a system of parabolic equations with nonlocal nonlinearity of the following type { u t - a 1 ( l 1 ( u ) , l 2 ( v ) ) Δ u + λ 1 | u | p - 2 u = f 1 ( x , t ) in? ? × 0 , T v t - a 2 ( l 1 ( u ) , l 2 ( v ) ) Δ v + λ 2 | v | p - 2 v = f 2 ( x , t ) in? ? × 0 , T u ( x , t ) = v ( x , t ) = 0 on? ? ? × 0 , T u ( x , 0 ) = u 0 ( x ) , v ( x , 0 ) = v 0 ( x ) in? ? , where a 1 and a 2 are Lipschitz-continuous positive functions, l 1 and l 2 are continuous linear forms, λ 1 , λ 2 ? 0 and p ? 2 .We prove the convergence of a linearized Euler-Galerkin finite element method and obtain the order of convergence in the L 2 norm. Finally we implement and simulate the presented method in Matlabs environment.


Archive | 2018

Diversifying Mediterranean Tourism as a Strategy for Regional Resilience Enhancement

André Samora-Arvela; Eric Vaz; João Ferrão; Jorge Ferreira; Thomas Panagopoulos

Mediterranean destinations that rely on sun and beach tourism—like the Algarve region, south of Portugal—are in a fragile situation. Challenges related to an aging population and climate change (e.g. extreme temperatures and sea level rise) will have consequences on the development of Mediterranean regions. In this context, sea level rise and beach area reduction could have a disruptive impact in these touristic regions. This chapter discusses how a strategy of regional resilience enhancement could allow for a transition and a differentiation from mainstream sun and beach touristic activities to alternative and sustainable types of tourism, such as nature-based and cultural-landscape touring. It outlines a touristic green infrastructure spatial planning approach to reinforce regional resilience as a competitive, cultural and systemic adaptation strategy, diversifying regional development basis overall.


Archive | 2014

Advances in Calcareous Nannofossil Biostratigraphy Based on Toarcian–Aalenian Sections in the Lusitanian Basin (Portugal)

Jorge Ferreira; Emanuela Mattioli; Bernard Pittet; Mário Cachão

We performed quantitative analyses of Early–Middle Jurassic calcareous nannofossil assemblages in two sections of the Lusitanian Basin (Portugal) for biostratigraphic purposes. The study was conducted on samples spanning the lower Toarcian to middle Aalenian strata in the Rabacal and Cabo Mondego sections. All samples were quantitatively studied for calcareous nannofossils. The last occurrence (LO) of one species and the first occurrences (FOs) of four species have been recorded in the lower to middle Toarcian section of Rabacal. For the upper Toarcian to middle Aalenian section at Cabo Mondego, the FOs of three species and the LOs of four species were recognized. The continuous calcareous nannofossil record allows both nannofossil biohorizons and zone boundaries to be calibrated with respect to the ammonite zones, and events across the Toarcian and Aalenian stages in the Lusitanian Basin to be precisely identified.


Micropaleontology | 2004

Morphometry of Coccolithus pelagicus s.l. (Coccolithophore, Haptophyta) from offshore Portugal, during the last 200 kyr.

Aurea Parente; Mário Cachão; Karl-Heinz Baumann; Lucia de Abreu; Jorge Ferreira


Marine Geology | 2012

Pliocene and Quaternary depositional model of the Algarve margin contourite drifts (Gulf of Cadiz, SW Iberia): Seismic architecture, tectonic control and paleoceanographic insights

C. Roque; Henrique Duarte; Pedro Terrinha; Vasco Valadares; J. Noiva; Mário Cachão; Jorge Ferreira; P. Legoinha; Nevio Zitellini


Numerical Methods for Partial Differential Equations | 2015

The Crank–Nicolson–Galerkin finite element method for a nonlocal parabolic equation with moving boundaries

Rui Almeida; José C.M. Duque; Jorge Ferreira; Rui Robalo


Applied Mathematical Modelling | 2014

A reaction–diffusion model for a class of nonlinear parabolic equations with moving boundaries: Existence, uniqueness, exponential decay and simulation

Rui Robalo; Rui Almeida; Maria do Carmo Coimbra; Jorge Ferreira


Palaeogeography, Palaeoclimatology, Palaeoecology | 2015

Palaeoecological insights on Toarcian and lower Aalenian calcareous nannofossils from the Lusitanian Basin (Portugal)

Jorge Ferreira; Emanuela Mattioli; Bernard Pittet; Mário Cachão; Jorge E. Spangenberg


Ima Journal of Applied Mathematics | 2016

A reaction–diffusion model for the non-local coupled system: existence, uniqueness, long-time behaviour and localization properties of solutions

Rui Almeida; S. N. Antontsev; José C.M. Duque; Jorge Ferreira


arXiv: Numerical Analysis | 2014

Convergence of the Crank-Nicolson-Galerkin finite element method for a class of nonlocal parabolic systems with moving boundaries

Rui M. P. AlmeidaJose; C. M. Duque; Jorge Ferreira; Rui Robalo

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Rui Almeida

University of Beira Interior

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José C.M. Duque

University of Beira Interior

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Rui Robalo

University of Beira Interior

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S. N. Antontsev

Novosibirsk State University

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C. M. Duque

University of Beira Interior

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