Constraints, nostalgia and North Americans' visits to rural Europe

As Américas constituem a mais relevante fonte inter-regional de turistas vindos para a Europa, sendo os EUA de longe o maior mercado de long haul para a Europa. Mas, apesar da relevância deste mercado nas estatísticas, há uma carência de estudos sobre o mesmo. A maioria dos Norte-Americanos que visitam a Europa mantéem-se em áreas urbanas, limitando o potencial efeito do turismo para equilibrar o crescimento económico na Europa, principalmente em áreas rurais que têm vindo cada vez mais a atrair turistas nas últimas décadas, contando sobretudo da EU. Para o turismo ser realmente uma força positiva de desenvolvimento equilibrado na Europa, os pesquisadores do comportamento do consumidor devem tentar entender por que os viajantes Norte-Americanos não arriscam ir para zonas rurais que supostamente têm o capital tradicional e cultural autêntico que sobretudo os turistas nostálgicos procuram. Esta dissertação pretende contribuir para o conhecimento do mercado Norte-Americano que viaja para a Europa. O objectivo deste estudo centra-se na examinação do papel dos constrangimentos, da nostalgia, e da experiência de viagem para as intenções dos turistas Norte-Americanos de revisitar em destinos rurais Europeus. Apesar de existirem referências à nostalgia em pesquisas de turismo, estas centram-se essencialmente em estudos de carácter qualitativo e tem sido dada pouca relevância à construção de ferramentas quantitativas para o estudo da nostalgia a nível do turismo. Neste estudo, é desenvolvida uma escala de nostalgia para o turismo (NOSTOUR). Os resultados mostram que a nostalgia, relacionada com as viagens pode ser concebida e operacionalizada em quatro dimensões: individual, interpessoal, cultural e virtual. A nostalgia, por si só, não tem um efeito mediador nos constrangimentos para viajar a nível da intenção de regressar e visitar destinos rurais na Europa mas com a adição, do determinante experiência de viagem esse efeito existe.

Phosphatidylethanolamines glycoxidation: products and significance

As fosfatidiletanolaminas constituem a segunda classe de fosfolípidos mais abundantes nos organismos. Elas estão presentes nas membranas biológicas e nas lipoproteínas. As alterações estruturais dos fosfolípidos, ocorrem devido ao stress oxidativo e podem manisfestar-se em alterações das suas propriedades e funções. Já são conhecidas algumas condições fisiopatológicas, nas quais os fosfolípidos oxidados estão envolvidos, por exemplo sinalização celular, resposta imunitária, apoptose e doenças relacionadas com o envelhecimento. Por esse motivo, o interesse no estudo dos fosfolípidos oxidados e suas funções tem crescido nos últimos anos. Contudo, a maioria dos estudos realizados, focam a oxidação das fosfatidilcolinas, tendo sido dedicada pouca atenção a outras classes de fosfolipídos, como as fosfatidiletanolaminas. As fosfatidiletanolaminas, podem ainda sofrer outras modificações, devido ao grupo amina livre presente na cabeça polar, como por exemplo a glicação. As fosfatidiletanolaminas glicadas já foram detectadas em condições de hiperglicemia, em pacientes diabéticos, e tem correlação com a hemoglobina glicada. Sabe-se que a glicação de biomoléculas, pode aumentar as modificações oxidativas, que por sua vez, podem ser responsáveis pelo estado inflamatório, existente na diabetes mellitus. Tanto o stress oxidativo, como a inflamação estão relacionados com a diabetes e as suas complicações. A espectrometria de massa tem sido utilizada como uma importante tecnologia na detecção e caracterização de modificações oxidativas de fosfolípidos. Assim, neste trabalho pretendeu-se estudar as modificações oxidativas induzidas em fosfatidiletanolaminas glicadas, e os seus efeitos biológicos nos monócitos e células dendríticas do sangue periférico. Pretendeu-se ainda, estudar as alterações que ocorreram nas espécies de fosfatidiletanolaminas do fígado de ratos diabéticos. Os resultados obtidos permitiram identificar vários produtos de oxidação de fosfatidiletanolaminas glicadas, nomeadamente novos produtos formados pela oxidação da cabeça polar glicada. A oxidação na cabeça polar glicada foi, ainda, confirmada pela realização de experiências com spin traps combinadas com espetrometria de massa. Posteriormente, as fosfatidiletanolaminas oxidadas, glicadas e glicoxidadas demonstraram ter efeitos pró-inflamatórios, confirmados pelo aumento da estimulação monócitos e de células dendríticas, expresso no aumento do número de células produtoras de citocinas em comparação com o estado basal. As diferentes modificações de fosfatidiletanolaminas induziram estímulos distintos nos dois tipos de células. Sendo as fosfatidiletanolaminas glicadas e as glicoxidadas, os compostos que induziram um maior estímulo. Estes resultados sugeriram que as fosfatidiletanolaminas glicadas e as glicoxidadas podem estar associadas com o estado inflamatório que decorre da hiperglicemia crónica. Ainda, a avaliação do perfil lipídico de extratos de fígado de ratos diabéticos demonstrou que a hiperglicemia induz inúmeras alterações das espécies de fosfatidiletanolaminas e das espécies de outras classes de fosfolípidos, em simultâneo com sinais de lesão hepática. Em conclusão, este trabalho demonstra a relação existente entre, a hiperglicémia, o stress oxidativo, a glicação e oxidação de fosfatidiletanolaminas e ainda a inflamação e compliações diabéticas. Portanto a contribuição da lipidómica é importante para compreender os efeitos prejudiciais da hiperglicemia não controlada, e por isso, merece ser mais explorado.

Calculus of variations on time scales and applications to economics

We consider some problems of the calculus of variations on time scales. On the beginning our attention is paid on two inverse extremal problems on arbitrary time scales. Firstly, using the Euler-Lagrange equation and the strengthened Legendre condition, we derive a general form for a variation functional that attains a local minimum at a given point of the vector space. Furthermore, we prove a necessary condition for a dynamic integro-differential equation to be an Euler-Lagrange equation. New and interesting results for the discrete and quantum calculus are obtained as particular cases. Afterwards, we prove Euler-Lagrange type equations and transversality conditions for generalized infinite horizon problems. Next we investigate the composition of a certain scalar function with delta and nabla integrals of a vector valued field. Euler-Lagrange equations in integral form, transversality conditions, and necessary optimality conditions for isoperimetric problems, on an arbitrary time scale, are proved. In the end, two main issues of application of time scales in economic, with interesting results, are presented. In the former case we consider a firm that wants to program its production and investment policies to reach a given production rate and to maximize its future market competitiveness. The model which describes firm activities is studied in two different ways: using classical discretizations; and applying discrete versions of our result on time scales. In the end we compare the cost functional values obtained from those two approaches. The latter problem is more complex and relates to rate of inflation, p, and rate of unemployment, u, which inflict a social loss. Using known relations between p, u, and the expected rate of inflation π, we rewrite the social loss function as a function of π. We present this model in the time scale framework and find an optimal path π that minimizes the total social loss over a given time interval.

Multi-standard reconfigurable wireless transmitter architectures

The continuous demand for highly efficient wireless transmitter systems has triggered an increased interest in switching mode techniques to handle the required power amplification. The RF carrier amplitude-burst transmitter, i.e. a wireless transmitter chain where a phase-modulated carrier is modulated in amplitude in an on-off mode, according to some prescribed envelope-to-time conversion, such as pulse-width or sigma-delta modulation, constitutes a promising architecture capable of efficiently transmitting signals of highly demanding complex modulation schemes. However, the tested practical implementations present results that are way behind the theoretically advanced promises (perfect linearity and efficiency). My original contribution to knowledge presented in this thesis is the first thorough study and model of the power efficiency and linearity characteristics that can be actually achieved with this architecture. The analysis starts with a brief revision of the theoretical idealized behavior of these switched-mode amplifier systems, followed by the study of the many sources of impairments that appear when the real system is implemented. In particular, a special attention is paid to the dynamic load modulation caused by the often ignored interaction between the narrowband signal reconstruction filter and the usual single-ended switched-mode power amplifier, which, among many other performance impairments, forces a two transistor implementation. The performance of this architecture is clearly explained based on the presented theory, which is supported by simulations and corresponding measured results of a fully working implementation. The drawn conclusions allow the development of a set of design rules for future improvements, one of which is proposed and verified in this thesis. It suggests a significant modification to this traditional architecture, where now the phase modulated carrier is always on – and thus allowing a single transistor implementation – and the amplitude is impressed into the carrier phase according to a bi-phase code.

Numerical and combinatorial applications of generalized Appell polynomials

This thesis studies properties and applications of different generalized Appell polynomials in the framework of Clifford analysis. As an example of 3D-quasi-conformal mappings realized by generalized Appell polynomials, an analogue of the complex Joukowski transformation of order two is introduced. The consideration of a Pascal n-simplex with hypercomplex entries allows stressing the combinatorial relevance of hypercomplex Appell polynomials. The concept of totally regular variables and its relation to generalized Appell polynomials leads to the construction of new bases for the space of homogeneous holomorphic polynomials whose elements are all isomorphic to the integer powers of the complex variable. For this reason, such polynomials are called pseudo-complex powers (PCP). Different variants of them are subject of a detailed investigation. Special attention is paid to the numerical aspects of PCP. An efficient algorithm based on complex arithmetic is proposed for their implementation. In this context a brief survey on numerical methods for inverting Vandermonde matrices is presented and a modified algorithm is proposed which illustrates advantages of a special type of PCP. Finally, combinatorial applications of generalized Appell polynomials are emphasized. The explicit expression of the coefficients of a particular type of Appell polynomials and their relation to a Pascal simplex with hypercomplex entries are derived. The comparison of two types of 3D Appell polynomials leads to the detection of new trigonometric summation formulas and combinatorial identities of Riordan-Sofo type characterized by their expression in terms of central binomial coefficients.

Development of a sustainable method for the extraction of lycopene and β-carotene from food wastes

The main objective of the present work is the study of a profitable process not only in the extraction and selective separation of lycopene and β-carotene, two compounds present in tomato, but also in its potential application to food industry wastes. This is one of the industries that produce larger amounts of wastes, which are rich in high value biomolecules with great economic interest. However, the conventional methods used to extract this kind of compounds are expensive which limits their application at large scale. Lycopene and βcarotene are carotenoids with high commercial value, known for their antioxidant activity and benefits to human health. Their biggest source is tomato, one of the world’s most consumed fruits, reason for which large quantities of waste is produced. This work focuses on the study of diverse solvents with a high potential to extract carotenoids from tomato, as well as the search for more environmentally benign solvents than those currently used to extract lycopene and β-carotene from biomass. Additionally, special attention was paid to the creation of a continuous process that would allow the fractionation of the compounds for further purification. Thus, the present work started with the extraction of both carotenoids using a wide range of solvents, namely, organic solvents, conventional salts, ionic liquids, polymers and surfactants. In this stage, each solvent was evaluated in what regards their capacity of extraction as well as their penetration ability in biomass. The results collected showed that an adequate selection of the solvents may lead to the complete extraction of both carotenoids in one single step, particularly acetone and tetrahydrofuran were the most effective ones. However, the general low penetration capacity of salts, ionic liquids, polymers and surfactants makes these solvents ineffective in the solid-liquid extraction process. As the organic solvents showed the highest capacity to extract lycopene and βcarotene, in particular tetrahydrofuran and acetone, the latter solvent used in the development process of fractionation, using to this by strategic use of solvents. This step was only successfully developed through the manipulation of the solubility of each compound in ethanol and n-hexane. The results confirmed the possibility of fractionating the target compounds using the correct addition order of the solvents. Approximately, 39 % of the β-carotene was dissolved in ethanol and about 64 % of lycopene was dissolved in n-hexane, thus indicating their separation for two different solvents which shows the selective character of the developed process without any prior stage optimization. This study revealed that the use of organic solvents leads to selective extraction of lycopene and β-carotene, allowing diminishing the numerous stages involved in conventional methods. At the end, it was possible to idealize a sustainable and of high industrial relevance integrated process, nevertheless existing the need for additional optimization studies in the future.