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Floods are hydrological extremes that have enormous environmental, social and economic consequences.The objective of this thesis was a contribution to the implementation of a processing chain that integrates remote sensing information into hydraulic models. Specifically, the aim was to improve water elevation and discharge simulations by assimilating microwave remote sensing-derived flood information into hydraulic models. The first component of the proposed processing chain is represented by a fully automated flood mapping algorithm that enables the automated, objective, and reliable flood extent extraction from Synthetic Aperture Radar images, providing accurate results in both rural and urban regions. The method operates with minimum data requirements and is efficient in terms of computational time. The map obtained with the developed algorithm is still subject to uncertainties, both introduced by the flood mapping algorithm and inherent in the image itself. In this work, particular attention was given to image uncertainty deriving from speckle. By bootstrapping the original satellite image pixels, several synthetic images were generated and provided as input to the developed flood mapping algorithm. From the analysis performed on the mapping products, speckle uncertainty can be considered as a negligible component of the total uncertainty. In the final step of the proposed processing chain real event water elevations, obtained from satellite observations, were assimilated in a hydraulic model with an adapted version of the Particle Filter, modified to work with non-Gaussian distribution of observations. To deal with model structure error and possibly biased observations, a global and a local weight variant of the Particle Filter were tested. The variant to be preferred depends on the level of confidence that is attributed to the observations or to the model. This study also highlighted the complementarity of remote sensing derived and in-situ data sets. An accurate binary flood map represents an invaluable product for different end users. However, deriving from this binary map additional hydraulic information, such as water elevations, is a way of enhancing the value of the product itself. The derived data can be assimilated into hydraulic models that will fill the gaps where, for technical reasons, Earth Observation data cannot provide information, also enabling a more accurate and reliable prediction of flooded areas.
Die Arbeit versucht einen Beitrag zum besseren Verständnis von Identitifikations- und Migrationsprozessen von Russlandddeutschen zu leisten. Dabei werden die folgenden zentralen Froschungsfragen behandelt:rnGibt es die Gruppe der Russlanddeutschen aus einer Binnenperspektive? Was führt dazu, dass sich jemand als Mitglied der Gemeinschaft der Russlanddeutschen fühlt? Welche Parameter üben entscheidenden Einfluss auf Migrationsprozesse aus? Welchen Einfluss üben Identitätskonstrukte auf soziale Handlungen, wie Migration aus?
This thesis is divided into three main parts: The description of the calibration problem, the numerical solution of this problem and the connection to optimal stochastic control problems. Fitting model prices to given market prices leads to an abstract least squares formulation as calibration problem. The corresponding option price can be computed by solving a stochastic differential equation via the Monte-Carlo method which seems to be preferred by most practitioners. Due to the fact that the Monte-Carlo method is expensive in terms of computational effort and requires memory, more sophisticated stochastic predictor-corrector schemes are established in this thesis. The numerical advantage of these predictor-corrector schemes ispresented and discussed. The adjoint method is applied to the calibration. The theoretical advantage of the adjoint method is discussed in detail. It is shown that the computational effort of gradient calculation via the adjoint method is independent of the number of calibration parameters. Numerical results confirm the theoretical results and summarize the computational advantage of the adjoint method. Furthermore, provides the connection to optimal stochastic control problems is proven in this thesis.
The present study covers the period from the late-ninth to the early-sixteenth centuries. Within this period, the late-thirteenth to mid-fourteenth centuries marked the decisive turning point, shaped more by attitudes and actions among the Christian majority than among Jewish agents. Our findings indicate an intensification of anti-Jewish tendencies, rooted in religious developments in Western Christendom. According to circumstances, however, these tendencies had a very varying impact across time and space. The frequent religious and ecclesiastical reform movements of Western Europe offer cases in point. In the 'German' Empire north of the Alps the monastic reforms of Saint Maximin and Gorze were by no means confined to the realm of monasticism; they were essential for shaping the historical circumstances in which the foundations of Ashkenazic Judaism were laid in the tenth and early-eleventh centuries. The concept of 'honor' was used by leading ecclesiastics such as bishop Rudiger of Speyer in 1084 to justify the settlement of Jews, but also by civic authorities such as those of Regensburg later on. It is significant for the long-term tendency, therefore, that the late-medieval expulsions from cities like Trier, Cologne, and Regensburg were eventually also legitimized by reference to the idea of honor.
In recent years, the study of dynamical systems has developed into a central research area in mathematics. Actually, in combination with keywords such as "chaos" or "butterfly effect", parts of this theory have been incorporated in other scientific fields, e.g. in physics, biology, meteorology and economics. In general, a discrete dynamical system is given by a set X and a self-map f of X. The set X can be interpreted as the state space of the system and the function f describes the temporal development of the system. If the system is in state x ∈ X at time zero, its state at time n ∈ N is denoted by f^n(x), where f^n stands for the n-th iterate of the map f. Typically, one is interested in the long-time behaviour of the dynamical system, i.e. in the behaviour of the sequence (f^n(x)) for an arbitrary initial state x ∈ X as the time n increases. On the one hand, it is possible that there exist certain states x ∈ X such that the system behaves stably, which means that f^n(x) approaches a state of equilibrium for n→∞. On the other hand, it might be the case that the system runs unstably for some initial states x ∈ X so that the sequence (f^n(x)) somehow shows chaotic behaviour. In case of a non-linear entire function f, the complex plane always decomposes into two disjoint parts, the Fatou set F_f of f and the Julia set J_f of f. These two sets are defined in such a way that the sequence of iterates (f^n) behaves quite "wildly" or "chaotically" on J_f whereas, on the other hand, the behaviour of (f^n) on F_f is rather "nice" and well-understood. However, this nice behaviour of the iterates on the Fatou set can "change dramatically" if we compose the iterates from the left with just one other suitable holomorphic function, i.e. if we consider sequences of the form (g∘f^n) on D, where D is an open subset of F_f with f(D)⊂ D and g is holomorphic on D. The general aim of this work is to study the long-time behaviour of such modified sequences. In particular, we will prove the existence of holomorphic functions g on D having the property that the behaviour of the sequence of compositions (g∘f^n) on the set D becomes quite similarly chaotic as the behaviour of the sequence (f^n) on the Julia set of f. With this approach, we immerse ourselves into the theory of universal families and hypercyclic operators, which itself has developed into an own branch of research. In general, for topological spaces X, Y and a family {T_i: i ∈ I} of continuous functions T_i:X→Y, an element x ∈ X is called universal for the family {T_i: i ∈ I} if the set {T_i(x): i ∈ I} is dense in Y. In case that X is a topological vector space and T is a continuous linear operator on X, a vector x ∈ X is called hypercyclic for T if it is universal for the family {T^n: n ∈ N}. Thus, roughly speaking, universality and hypercyclicity can be described via the following two aspects: There exists a single object which allows us, via simple analytical operations, to approximate every element of a whole class of objects. In the above situation, i.e. for a non-linear entire function f and an open subset D of F_f with f(D)⊂ D, we endow the space H(D) of holomorphic functions on D with the topology of locally uniform convergence and we consider the map C_f:H(D)→H(D), C_f(g):=g∘f|_D, which is called the composition operator with symbol f. The transform C_f is a continuous linear operator on the Fréchet space H(D). In order to show that the above-mentioned "nice" behaviour of the sequence of iterates (f^n) on the set D ⊂ F_f can "change dramatically" if we compose the iterates from the left with another suitable holomorphic function, our aim consists in finding functions g ∈ H(D) which are hypercyclic for C_f. Indeed, for each hypercyclic function g for C_f, the set of compositions {g∘f^n|_D: n ∈ N} is dense in H(D) so that the sequence of compositions (g∘f^n|_D) is kind of "maximally divergent" " meaning that each function in H(D) can be approximated locally uniformly on D via subsequences of (g∘f^n|_D). This kind of behaviour stands in sharp contrast to the fact that the sequence of iterates (f^n) itself converges, behaves like a rotation or shows some "wandering behaviour" on each component of F_f. To put it in a nutshell, this work combines the theory of non-linear complex dynamics in the complex plane with the theory of dynamics of continuous linear operators on spaces of holomorphic functions. As far as the author knows, this approach has not been investigated before.
Stressinduzierte Veränderungen gastrointestinaler Peptidhormone könnten eine biologische Grundlage für Überessen und einen Faktor bei der Entstehung von Adipositas darstellen. Darum wurden die Veränderungen der Plasmakonzentrationen von Ghrelin und Peptid YY (PYY) durch akuten Stress bei 85 adipösen und normalgewichtigen Frauen untersucht. Im Vergleich zu normalgewichtigen Frauen hatten adipöse Frauen eine geringere pre- als auch postprandiale Ghrelin-Sekretion. Darüber hinaus fiel auch der postprandiale Ghrelin-Abfall bei den adipösen Frauen geringer aus als bei der normalgewichtigen Vergleichsgruppe. Akuter Stress inhibierte die PYY-Sekretion in beiden Gruppen. Außerdem wurde der Effekt von akutem Stress auf das Essverhalten erfasst. Stress inhibierte die Nahrungsaufnahme in beiden Gruppen.
Part-time entrepreneurship has become increasingly popular and is a rather new field of research. Two important research topics are addressed in this dissertation: (a) the impact of culture on part-time and full-time entrepreneurship and (b) the motivational aspects of the transition from part-time to full-time entrepreneurship. Specifically, this dissertation advances prior research by highlighting the direct and indirect differential impact of macro-level societal culture on part-time and full-time entrepreneurship. Gender egalitarianism, uncertainty avoidance and future orientation have a significantly stronger impact on full-time than on part-time entrepreneurship. Furthermore the moderating impact of societal culture on micro-level relationships for both forms of entrepreneurship is explored. The age-old and well-established relationship between education and entrepreneurial activity is moderated by different forms of collectivism for part-time and full-time entrepreneurship. Regarding the motivation of part-time entrepreneurs to transition to full-time entrepreneurship, the entrepreneurial motives of self-realization and independence are significantly positively associated with the transition, whereas the entrepreneurial motives of income supplementation and recognition are significantly negatively associated with the transition. This dissertation advances academic research by indicating conceptual differences between part-time and full-time entrepreneurship in a multi country setting and by showing that both forms of entrepreneurship are impacted through different cultural mechanisms. Based on the findings, policy makers can identify the direct and indirect impact of societal culture on part-time and full-time entrepreneurship. As a result, policy makers can better target support and transition programs to foster entrepreneurial activity.
The last decades of stress research have yielded substantial advancements highlighting the importance of the phenomenon for basic psychological functions as well as physical health and well-being. Progress in stress research heavily relies on the availability of suitable and well validated laboratory stressors. Appropriate laboratory stressors need to be able to reliably provoke a response in the relevant parameters and be applicable in different research settings or experimental designs. This thesis focuses on the Cold Pressor Test (CPT) as a stress induction technique. Three published experiments are presented that show how the advantages of the CPT can be used to test stress effects on memory processes and how some of its disadvantages can be met by a simple modification that retains its feasibility and validity. The first experiment applies the CPT in a substantial sample to investigate the consolidation effects of post-learning sympathetic arousal. Stressed participants with high increases in heart rate during the CPT showed enhanced memory performance one day after learning compared to both the warm water control group and low heart rate responders. This finding suggests that beta-adrenergic activation elicited shortly after learning enhances memory consolidation and that the CPT induced heart rate response is a predictor for this effect. Moreover, the CPT proved to be an appropriate stressor to test hypothesis about endogenous adrenergic effects on memory processes. The second experiment addresses known practical limitations of the standard dominant hand CPT protocol. A bilateral feet CPT modification is presented, the elicited neuroendocrine stress response assessed and validated against the standard CPT in a within-subjects design. The bilateral feet CPT elicited a substantial neuroendocrine stress response. Moreover, with the exception of blood pressure responses, all stress parameters were enhanced compared to the standard CPT. This shows that the bilateral feet CPT is a valid alternative to the standard CPT. The third experiment further validates the bilateral feet CPT and its corresponding control procedure by employing it in a typical application scenario. Specifically, the bilateral feet CPT was used to modulate retrieval of event files in a distractor-response binding paradigm that required lateralized bimanual responses. Again, the bilateral feet CPT induced significant increases in heart rate, blood pressure and cortisol, no such increases could be observed in the warm water control condition. Moreover, stressed participants showed diminished retrieval compared to controls. These results provide further evidence for the feasibility and validity of the bilateral feet CPT and its warm water control procedure. Together the experiments presented here highlight the usefulness of the CPT as a tool in psychophysiological stress research. It is especially well suited to test hypothesis concerning stress effects on memory processes and its applicability can be further increased by the bilateral feet modification.
Mit fachlicher Informationskompetenz werden die Fähigkeiten bezeichnet, die notwendig sind, um effektiv Fachinformationen (z.B. Zeitschriftenartikel) finden und bewerten zu können. Informationskompetenz gilt als wichtige Voraussetzung für ein erfolgreiches Studium und Erfolg auf dem Arbeitsmarkt. Ziel dieser Arbeit ist es, Messinstrumente für fachliche Informationskompetenz bei Psychologiestudierenden zu entwickeln. Dabei wird davon ausgegangen, dass Informationskompetenz sowohl deklarative, als auch prozedurale Wissenskomponenten (Hintergrundwissen über Konzepte und die Beherrschung von Strategien und Vorgehensweisen) enthält. Um diese erfassen zu können, wurde ein Multiple-Choice-Test und Rechercheaufgaben entwickelt; beide Instrumente wurden zur Evaluation eines Trainings für Informationskompetenz eingesetzt. Mittlere Korrelationen zwischen den Instrumenten und die Ergebnisse einer Clusteranalyse zeigen, dass mit beiden Instrumenten unterschiedliche Wissenskomponenten erfasst werden.
Seit 2005 wird auf der Deponie Muertendall (Luxemburg) der Wasserhaushalt einer Oberflächenabdeckung anhand eines Testfeldes untersucht. Die Deponie wurde 1979 in Betrieb genommen. 1991 wurde sie erstmals geschlossen, da ihre Kapazität ausgeschöpft war. Anschließend wurde die Deponie saniert und mit einer Basisabdichtung ausgestattet. Der sanierte Altmüllkörper wurde mit einer 80 cm starken Oberflächenabdeckung versehen. In diesem Bereich der Deponie wurde 2005 ein Testfeld angelegt, um den Wasserhaushalt der Abdeckung zu untersuchen. Ziel dieser Arbeit ist es den Wasserhaushalt der derzeitigen Abdeckung zu bilanzieren und ihre Wasserdurchlässigkeit zu beurteilen. Die Auswertung der Daten zeigt, dass zwischen 30 und 66% des Niederschlages jährlich unterhalb der Abdeckung als Drainageabfluss auftreten. Deutlich zu erkennen ist eine jahreszeitliche Abhängigkeit mit höheren Abflüssen im Winter. Der auftretende Oberflächenabfluss ist vernachlässigbar. In Hinblick auf die Wasserdurchlässigkeit ist die auf der Deponie bestehende Abdeckung nicht geeignet um die Sickerwassermengen deutlich zu minimieren. Da der Wasserhaushalt von Oberflächenabdeckungen die biologischen Abbauprozesse im Deponiekörper maßgeblich beeinflusst, wurden auf der Deponie ebenfalls Untersuchungen am Altmüllkörper durchgeführt, um Rückschlüsse auf den Fortschritt der biologischen Abbauprozesse zu gewinnen. Die ermittelten Wassergehalte im Deponiekörper liegen bei nur 33 Gew. % und sind somit nicht optimal für die biologischen Abbauprozesse. Der untersuchte Altmüll besteht zum Großteil nur noch aus der Fraktion <20 mm als Resultat der biologischen Abbauprozesse. Der übrige Teil besteht größtenteils aus Stoffgruppen, die nur noch schwer biologisch abbaubar sind. Weitere chemisch- physikalische Untersuchungen zeigen, dass im Altmüll immer noch Organik vorhanden ist, die aber durch die biologischen Abbauprozesse nur noch schwer abgebaut werden kann. Aus den gewonnen Ergebnissen werden Vorschläge für die endgültige Abdeckung der Deponie Muertendall gemacht.