886 resultados para Immigration italienne
Resumo:
Los documentos del Seminario fueron publicados por UNESCO en 1961 con el título: La urbanización en América Latina/Urbanization in Latin America
Resumo:
Includes bibliography
Resumo:
Incluye Bibliografía
Resumo:
The North American West is a culturally and geographically diverse region that has long been a beacon for successive waves of human immigration and migration. A case in point, the population of Lincoln, Nebraska -- a capital city on the eastern cusp of the Great Plains -- was augmented during the twentieth century by significant influxes of Germans from Russia, Omaha Indians, and Vietnamese. Arriving in clusters beginning in 1876, 1941, and 1975 respectively, these newcomers were generally set in motion by dismal economic, social, or political situations in their sending nations. Seeking better lives, they entered a mainstream milieu dominated by native-born Americans -- most part of a lateral migration from Iowa, Illinois, and Pennsylvania -- who only established their local community in 1867. While this mainstream welcomed their labor, it often eschewed the behaviors and cultural practices ethnic peoples brought with them. Aware but not overly concerned about these prejudices, all three groups constructed or organized distinct urban villages. The physical forms of these enclaves ranged from homogeneous neighborhoods to tight assemblies of relatives, but each suited a shared preference for living among kinspeople. These urban villages also served as stable anchors for unique peoples who were intent on maintaining aspects of their imported cultural identities. Never willing to assimilate to mainstream norms, urban villagers began adapting to their new milieus. While ethnic identity constructions in Lincoln proved remarkably enduring, they were also amazingly flexible. In fact, each subject group constantly negotiated their identities in response to interactions among particular, cosmopolitan, and transnational forces. Particularism refers largely to the beliefs, behaviors, and organizational patterns urban villagers imported from their old milieus. Cosmopolitan influences emanated from outside the ethnic groups and were dictated largely but not exclusively by the mainstream. Transnationalism is best defined as persistent, intense contact across international boundaries. These influences were important as the particularism of dispersed peoples was often reinforced by contact with sending cultures. Adviser: John. R. Wunder
Resumo:
In this treatise we consider finite systems of branching particles where the particles move independently of each other according to d-dimensional diffusions. Particles are killed at a position dependent rate, leaving at their death position a random number of descendants according to a position dependent reproduction law. In addition particles immigrate at constant rate (one immigrant per immigration time). A process with above properties is called a branching diffusion withimmigration (BDI). In the first part we present the model in detail and discuss the properties of the BDI under our basic assumptions. In the second part we consider the problem of reconstruction of the trajectory of a BDI from discrete observations. We observe positions of the particles at discrete times; in particular we assume that we have no information about the pedigree of the particles. A natural question arises if we want to apply statistical procedures on the discrete observations: How can we find couples of particle positions which belong to the same particle? We give an easy to implement 'reconstruction scheme' which allows us to redraw or 'reconstruct' parts of the trajectory of the BDI with high accuracy. Moreover asymptotically the whole path can be reconstructed. Further we present simulations which show that our partial reconstruction rule is tractable in practice. In the third part we study how the partial reconstruction rule fits into statistical applications. As an extensive example we present a nonparametric estimator for the diffusion coefficient of a BDI where the particles move according to one-dimensional diffusions. This estimator is based on the Nadaraya-Watson estimator for the diffusion coefficient of one-dimensional diffusions and it uses the partial reconstruction rule developed in the second part above. We are able to prove a rate of convergence of this estimator and finally we present simulations which show that the estimator works well even if we leave our set of assumptions.
Resumo:
The aim of the present study is to address contemporary drama translation by comparing two different scenarios, namely France and Italy. For each country, the following areas are described: publications of translated drama texts, their promotion and dissemination, the legal framework concerning copyright in publication and performance contracts. Moreover, the analysis highlights that the translation process of drama texts is part of a working cycle networking different professional figures, such as dramatic authors, directors, actors and publishers. Within this cycle, the translator is in a middle and central position at the same time, a sort of border zone between different contexts, i.e. the source language and culture and the target language and culture. As regards translation-related issues, on the basis of theoretical approaches that can be applied to drama translation, a number of translators’ opinions, statements, positions and practices are compared, thus highlighting an idea of drama translation wavering between translation and adaptation. Drama translators seem to follow these two orientations simultaneously, in compliance with translation ethics and the functional needs of target texts. Such ambivalence is due to the desire and difficulty of translating the specific nature of drama texts, i.e. translating textual elements that are linked, eventually, to stage performance. Indeed, the notion of text or form fidelity is replaced by the notion of fidelity to the theatrical value of a text, in terms of fidelity to its theatrical nature and rhythmical tension. The analysis reveals that drama translators work together with theatre operators, and that in many cases translators are authors, directors or actors themselves. These drama skills enable translators to apply relevant strategies when translating elements that generate rhythm, thus choosing from deleting, reproducing or recreating.
Resumo:
Im Verzweigungsprozess mit Immigration werden Schätzer für die erwartete Nachkommenzahl m eines Individuums und die erwartete Immigration λ pro Generation konstruiert. Sie sind nur aufgrund der beobachteten Populationsgröße einer jeden Generation konsistent, ohne Vorkenntnis darüber, ob der Prozess subkritisch (m<1), kritisch (m=1) oder superkritisch (m>1) ist. Im superkritischen Fall ist der Schätzer für λ jedoch nicht konsistent. Dies ist aber keine Einschränkung, denn es wird gezeigt, dass in diesem Fall kein konsistenter Schätzer für λ existiert. Des Weiteren werden Konvergenzgeschwindigkeit der Schätzer und asymptotische Verteilungen der Schätzfehler untersucht. Dabei werden die Fälle (m<1), (m>1) und (m=1) unterschieden, was gänzlich verschiedene Vorgehensweisen erfordert (Ergodizität, Martingalmethoden, Diffusionsapproximationen). Diese hier vorliegende Diplomarbeit orientiert sich an den Ideen und Ergebnissen von Wei und Winnicki (1989/90).
Resumo:
In this thesis we consider systems of finitely many particles moving on paths given by a strong Markov process and undergoing branching and reproduction at random times. The branching rate of a particle, its number of offspring and their spatial distribution are allowed to depend on the particle's position and possibly on the configuration of coexisting particles. In addition there is immigration of new particles, with the rate of immigration and the distribution of immigrants possibly depending on the configuration of pre-existing particles as well. In the first two chapters of this work, we concentrate on the case that the joint motion of particles is governed by a diffusion with interacting components. The resulting process of particle configurations was studied by E. Löcherbach (2002, 2004) and is known as a branching diffusion with immigration (BDI). Chapter 1 contains a detailed introduction of the basic model assumptions, in particular an assumption of ergodicity which guarantees that the BDI process is positive Harris recurrent with finite invariant measure on the configuration space. This object and a closely related quantity, namely the invariant occupation measure on the single-particle space, are investigated in Chapter 2 where we study the problem of the existence of Lebesgue-densities with nice regularity properties. For example, it turns out that the existence of a continuous density for the invariant measure depends on the mechanism by which newborn particles are distributed in space, namely whether branching particles reproduce at their death position or their offspring are distributed according to an absolutely continuous transition kernel. In Chapter 3, we assume that the quantities defining the model depend only on the spatial position but not on the configuration of coexisting particles. In this framework (which was considered by Höpfner and Löcherbach (2005) in the special case that branching particles reproduce at their death position), the particle motions are independent, and we can allow for more general Markov processes instead of diffusions. The resulting configuration process is a branching Markov process in the sense introduced by Ikeda, Nagasawa and Watanabe (1968), complemented by an immigration mechanism. Generalizing results obtained by Höpfner and Löcherbach (2005), we give sufficient conditions for ergodicity in the sense of positive recurrence of the configuration process and finiteness of the invariant occupation measure in the case of general particle motions and offspring distributions.
Resumo:
Dans un contexte de communication, des bonnes compétences linguistiques ne suffisent pas puisque la connaissance approfondie de la culture cible s’avère également une question fondamentale. Il est donc nécessaire d’adopter une attitude communicative adéquate pour que le message puisse être reçu correctement. Parmi les aspects culturels auxquels le parlant doit accorder une grande importance figurent les proverbes. Les proverbes sont des énoncés d’origine populaire qui recèlent un contenu moral et éthique dont la visée est apprendre aux hommes à bien vivre en société. Les messages véhiculés par les proverbes sont l’héritage de l’expérience des ancêtres dont il faut faire trésor pour comprendre les mœurs, le mode de vie et la pensée d’une communauté donnée : voilà donc pourquoi les proverbes ont été dénommés «sagesse des nations». Depuis la nuit de temps, les proverbes sont transmis de père en fils par voie orale : l’usage quotidien et l’apprentissage par cœur en ont fait des formules fixées dont la structure binaire rimique et rythmique facilite la mémorisation. Par ailleurs, les proverbes sont souvent à interpréter en clé métaphorique, le figement étant l’un des traits définitoires de ce genre du discours. Si les proverbes, énoncés de sagesse populaire, étaient autrefois des sources d’autorité morale, aujourd’hui, au contraire, ils ont perdu leur valeur éthique et sont en train de tomber en désuétude en tant que forme de littérature de deuxième rang, véhiculant des contenus stéréotypés. Néanmoins, les proverbes représentent toujours une clé de lecture pour étudier les sociétés dont ils constituent une partie très importante du patrimoine linguistique et culturel, ce que l’on nomme « patrimoine immatériel ». Le travail que nous allons proposer se penche sur le rôle et l’importance des proverbes, en présentant une approche à l’analyse contrastive des proverbes concernant la notion de temps en langue italienne et française.
Resumo:
Wir betrachten Systeme von endlich vielen Partikeln, wobei die Partikel sich unabhängig voneinander gemäß eindimensionaler Diffusionen [dX_t = b(X_t),dt + sigma(X_t),dW_t] bewegen. Die Partikel sterben mit positionsabhängigen Raten und hinterlassen eine zufällige Anzahl an Nachkommen, die sich gemäß eines Übergangskerns im Raum verteilen. Zudem immigrieren neue Partikel mit einer konstanten Rate. Ein Prozess mit diesen Eigenschaften wird Verzweigungsprozess mit Immigration genannt. Beobachten wir einen solchen Prozess zu diskreten Zeitpunkten, so ist zunächst nicht offensichtlich, welche diskret beobachteten Punkte zu welchem Pfad gehören. Daher entwickeln wir einen Algorithmus, um den zugrundeliegenden Pfad zu rekonstruieren. Mit Hilfe dieses Algorithmus konstruieren wir einen nichtparametrischen Schätzer für den quadrierten Diffusionskoeffizienten $sigma^2(cdot),$ wobei die Konstruktion im Wesentlichen auf dem Auffüllen eines klassischen Regressionsschemas beruht. Wir beweisen Konsistenz und einen zentralen Grenzwertsatz.