Die Dissertation ‚Konzepte von Geschlecht im Porno-Rap. Eine korpus- und genderlinguistische Frame-Analyse‘ befasst sich mit sprachlichen Realisierungen, die Konzepte von Geschlecht (‚Mann‘ und ‚Frau‘) in deutschsprachigen Rapmusik-Texten des sog. ‚Porno-Rap‘ – im Zuge des sog. ‚Gangsta-Rap‘ – herstellen. Grundlegend dabei ist, dass die sprachlichen Realisierungen von Konzepten, die einer linguistischen Analyse zugänglich sind, untrennbar mit kognitiven Konzepten verbunden sind. Aus der Zentralität bestimmter Ausdrücke sowie der ihnen zugeordneten Werte sind analytische Zugänge möglich, die einen Zusammenhang – im Sinne eines Potentials – von sprachlichen und kognitiven Konzepten herstellen. Sprache bildet demnach einerseits Konzepte ab, gestaltet sie jedoch auch grundlegend mit, was auch die Möglichkeit begründet, sie linguistisch zu untersuchen. Mit Frames können Wissensordnungen identifiziert, analysiert und deren Funktion in Verstehensprozessen sowie interpretativen Vorgängen bestimmt werden. Linguistische Ansätze beziehen sich dabei auf kognitionswissenschaftliche Erkenntnisse. Die Erfassung und Beschreibung der Frames und ihrer Wissenselemente von ‚Frau‘ und ‚Mann‘ bieten hierfür zahlreiche detaillierte und differenzierende Vergleichsmöglichkeiten der Geschlechtskonzeptionen. Auf Grundlage der vorhandenen Sprachbasis ist die Frage wesentlich, welcher Art und Strukturiertheit die im Diskurs enthaltenen Werte als Bestandteil der Konzepte für ‚Frau‘ und ‚Mann‘ als sprachliche Realisierung sind, um die Gestalt der Konzepte zu identifizieren, zu deskribieren und damit Aussagen über deren kognitives Potential treffen zu können. Die Konzepte von Geschlecht im untersuchten Rap-Diskurs sind durch die qualitativ-hermeneutische und quantitativ-korpuslinguistische Frame-Analyse offengelegt. Vor diesem Hintergrund werden 236 Texte weiblicher Porno-Rapperinnen und männlicher Porno-Rapper analysiert und damit der Fokus durch die jeweilige Bestimmung eines Selbst- und Fremdbildes bzgl. ‚Mann‘ und ‚Frau‘, als Konzepte für Geschlecht im Diskurs auf den Untersuchungsgegenstand gerichtet. Die Untersuchung der Konzepte von ‚Frau‘ und ‚Mann‘ offenbart drei wesentliche Erkenntnisse: Es besteht erstens eine Struktur der Binarität, die zweitens als ungleichwertige identifiziert ist und drittens konstituierende Wechselbezüge zwischen ‚Mann‘ und ‚Frau‘ belegt. Sprachliche Gewalt und deren Prozesse, die immanenter Teil des ‚Porno-Rap'-Diskurses und in rekurrenter Form nachgewiesen sind (bspw. die Wissenselemente Verletzungsmacht / Verletzungsoffenheit sowie Triebdominanz / Triebgewalt), können potentiell als Gewalt über diesen Kontext hinaus wirken und sich zugleich in das Soziale eines Individuums und/oder eines Kollektivs einschreiben. Ein Bewusstsein über die in dem Diskurs vermittelten Werte (Instanzen im frame-semantischen Sinn) ermöglicht, bestimmten Einstellungen, Denkprozessen und Handlungen kritisch reflexiv zu begegnen – insbesondere im Hinblick auf Konstatierungen linguistischer Sprachkritik, gemäß derer eine Sprachwahl konstitutiv (eine) ‚Wirklichkeit‘ schafft und nicht belanglos ist.

Deutschland befindet sich mitten im demographischen Wandel, woraus sich tiefgreifende, langfristige Auswirkungen sowohl auf das Konsumverhalten als auch auf die Konsumstruktur ergeben. Vorliegende Arbeit fokussiert die Veränderung der Nachfragepotentiale im Tourismus, die aus dem demographischen Wandel resultieren. Ziel war es, Daten zur demographischen Entwicklung mit zu erwartenden Veränderungen ausgewählter sozioökonomischer Faktoren und hierbei konkret der Haushaltsgröße, des Bildungstandes sowie des Äquivalenzeinkommens zu verbinden und systemendogen zu erklären. Mit Hilfe eines mehrstufigen Verfahrens wurde dargelegt, wie sich die relevanten sozioökonomischen Faktoren im Zuge einer alternden Gesellschaft verändern und welche Konsequenzen sich daraus für die quantitative, strukturbedingte Nachfrage nach touristischen Leistungen bis zum Jahr 2030 ergeben. Die ökonometrische Grundlage für die Prognosen bilden unterschiedliche binär-logistische Regressionsanalysen auf der Basis der Scientific Use Files der Reiseanalyse 2010, woraus sich Wahrscheinlichkeiten für die Teilnahme an einer mindestens fünftägigen Reise, einer Kurzreise sowie an unterschiedlichen Reisearten generieren lassen. Die additive Form des Modells der logistischen Regression macht es dabei möglich, den Fokus auf einen sozioökonomischen Faktor oder auf das Zusammenspiel mehrerer Variablen zu setzen und somit die Wirkungsstärke der einzelnen Faktoren auf die Nachfrage zu bestimmen. Bei der Berechnung der künftigen Anzahl an Reisenden, führt die Endogenisierung der Struktureffekte altersklassenübergreifend zu (deutlich) höheren Prognoseergebnissen als im Falle einer rein demographischen Betrachtung. Für die Teilnahme an einer Reise mit einer Dauer von mindestens fünf Tagen prognostiziert das Modell unter ausschließlicher Berücksichtigung des demographischen Wandels bis zum Jahr 2030 eine Abnahme der Reisenden um 4,16 Prozent. Bezieht man die Entwicklungstendenzen der Haushalte sowie der Einkommens- und Bildungsstruktur mit ein, ergibt sich ein ganz anderes Bild: Der demographisch bedingte Rückgang wird nicht nur ausgeglichen, sondern es kommt zu einer Zunahme der Reisenden um 7,49 Prozent. Prognosen zur Anzahl der Kurzreisenden bzw. zur Teilnahme an ausgewählten Reisearten zeigen ähnliche Ergebnisse. Auch hier wirken die Struktureffekte dem demographischen Wandel bei der Nachfrage nach touristischen Leitungen deutlich entgegen.

The phylogenetic relationships among members of the family Salamandridae have been repeatedly investigated over the last 90 years, with changing character and taxon sampling. We review the changing composition and the phylogenetic position of salamandrid genera and species groups and add a new phylogeny based exclusively on sequences of nuclear genes. Salamandrina often changed its position depending on the characters used. It was included several times in a clade together with the primitive newts (Echinotriton, Pleurodeles, Tylototriton) due to their seemingly ancestral morphology. The latter were often inferred as a monophyletic clade. Respective monophyly was almost consistently established in all molecular studies for true salamanders (Chioglossa, Lyciasalamandra, Mertensiella, Salamandra), modern Asian newts (Cynops, Laotriton, Pachytriton, Paramesotriton) and modern New World newts (Notophthalmus, Taricha). Reciprocal non-monophyly has been established through molecular studies for the European mountain newts (Calotriton, Euproctus) and the modern European newts (Ichthyosaura, Lissotriton, Neurergus, Ommatotriton, Triturus) since Calotriton was identified as the sister lineage of Triturus. In pre-molecular studies, their respective monophyly had almost always been assumed, mainly because a complex courtship behaviour shared by their respective members. Our nuclear tree is nearly identical to a mito-genomic tree, with all but one node being highly supported. The major difference concerns the position of Calotriton, which is no longer nested within the modern European newts. This has implications for the evolution of courtship behaviour of European newts. Within modern European newts, Ichthyosaura and Lissotriton changed their position compared to the mito-genomic tree. Previous molecular trees based on seemingly large nuclear data sets, but analysed together with mitochondrial data, did not reveal monophyly of modern European newts since taxon sampling and nuclear gene coverage was too poor to obtain conclusive results. We therefore conclude that mitochondrial and nuclear data should be analysed on their own.

P. K. Suetin points out in the beginning of his monograph "Faber Polynomials and Faber Series" that Faber polynomials play an important role in modern approximation theory of a complex variable as they are used in representing analytic functions in simply connected domains, and many theorems on approximation of analytic functions are proved with their help [50]. In 1903, the Faber polynomials were firstly discovered by G. Faber. It was Faber's aim to find a generalisation of Taylor series of holomorphic functions in the open unit disc D in the following way. As any holomorphic function in D has a Taylor series representation f(z)=\sum_{\nu=0}^{\infty}a_{\nu}z^{\nu} (z\in\D) converging locally uniformly inside D, for a simply connected domain G, Faber wanted to determine a system of polynomials (Q_n) such that each function f being holomorphic in G can be expanded into a series f=\sum_{\nu=0}^{\infty}b_{\nu}Q_{\nu} converging locally uniformly inside G. Having this goal in mind, Faber considered simply connected domains bounded by an analytic Jordan curve. He constructed a system of polynomials (F_n) with this property. These polynomials F_n were named after him as Faber polynomials. In the preface of [50], a detailed summary of results concerning Faber polynomials and results obtained by the aid of them is given. An important application of Faber polynomials is e.g. the transfer of known assertions concerning polynomial approximation of functions belonging to the disc algebra to results of the approximation of functions being continuous on a compact continuum K which contains at least two points and has a connected complement and being holomorphic in the interior of K. In this field, the Faber operator denoted by T turns out to be a powerful tool (for an introduction, see e.g. D. Gaier's monograph). It assigns a polynomial of degree at most n given in the monomial basis \sum_{\nu=0}^{n}a_{\nu}z^{\nu} with a polynomial of degree at most n given in the basis of Faber polynomials \sum_{\nu=0}^{n}a_{\nu}F_{\nu}. If the Faber operator is continuous with respect to the uniform norms, it has a unique continuous extension to an operator mapping the disc algebra onto the space of functions being continuous on the whole compact continuum and holomorphic in its interior. For all f being element of the disc algebra and all polynomials P, via the obvious estimate for the uniform norms ||T(f)-T(P)||<= ||T|| ||f-P||, it can be seen that the original task of approximating F=T(f) by polynomials is reduced to the polynomial approximation of the function f. Therefore, the question arises under which conditions the Faber operator is continuous and surjective. A fundamental result in this regard was established by J. M. Anderson and J. Clunie who showed that if the compact continuum is bounded by a rectifiable Jordan curve with bounded boundary rotation and free from cusps, then the Faber operator with respect to the uniform norms is a topological isomorphism. Now, let f be a harmonic function in D. Similar as above, we find that f has a uniquely determined representation f=\sum_{\nu=-\infty}^{\infty}a_{\nu}p_{\nu} converging locally uniformly inside D where p_{n}(z)=z^{n} for n\in\N_{0} and p_{-n}(z)=\overline{z}^{n} for n\in\N}. One may ask whether there is an analogue for harmonic functions on simply connected domains G. Indeed, for a domain G bounded by an analytic Jordan curve, the conjecture that each function f being harmonic in G has a uniquely determined representation f=\sum_{\nu=-\infty}^{\infty}b_{\nu}F_{\nu} where F_{-n}(z)=\overline{F_{n}(z\)} for n\inN, converging locally uniformly inside G, holds true. Let now K be a compact continuum containing at least two points and having a connected complement. A main component of this thesis will be the examination of the harmonic Faber operator mapping a harmonic polynomial given in the basis of the harmonic monomials \sum_{\nu=-n}^{n}a_{\nu}p_{\nu} to a harmonic polynomial given as \sum_{\nu=-n}^{n}a_{\nu}F_{\nu}. If this operator, which is based on an idea of J. Müller, is continuous with respect to the uniform norms, it has a unique continuous extension to an operator mapping the functions being continuous on \partial\D onto the continuous functions on K being harmonic in the interior of K. Harmonic Faber polynomials and the harmonic Faber operator will be the objects accompanying us throughout our whole discussion. After having given an overview about notations and certain tools we will use in our consideration in the first chapter, we begin our studies with an introduction to the Faber operator and the harmonic Faber operator. We start modestly and consider domains bounded by an analytic Jordan curve. In Section 2, as a first result, we will show that, for such a domain G, the harmonic Faber operator has a unique continuous extension to an operator mapping the space of the harmonic functions in D onto the space of the harmonic functions in G, and moreover, the harmonic Faber operator is an isomorphism with respect to the topologies of locally uniform convergence. In the further sections of this chapter, we illumine the behaviour of the (harmonic) Faber operator on certain function spaces. In the third chapter, we leave the situation of compact continua bounded by an analytic Jordan curve. Instead we consider closures of domains bounded by Jordan curves having a Dini continuous curvature. With the aid of the concept of compact operators and the Fredholm alternative, we are able to show that the harmonic Faber operator is a topological isomorphism. Since, in particular, the main result of the third chapter holds true for closures K of domains bounded by analytic Jordan curves, we can make use of it to obtain new results concerning the approximation of functions being continuous on K and harmonic in the interior of K by harmonic polynomials. To do so, we develop techniques applied by L. Frerick and J. Müller in [11] and adjust them to our setting. So, we can transfer results about the classic Faber operator to the harmonic Faber operator. In the last chapter, we will use the theory of harmonic Faber polynomials to solve certain Dirichlet problems in the complex plane. We pursue two different approaches: First, with a similar philosophy as in [50], we develop a procedure to compute the coefficients of a series \sum_{\nu=-\infty}^{\infty}c_{\nu}F_{\nu} converging uniformly to the solution of a given Dirichlet problem. Later, we will point out how semi-infinite programming with harmonic Faber polynomials as ansatz functions can be used to get an approximate solution of a given Dirichlet problem. We cover both approaches first from a theoretical point of view before we have a focus on the numerical implementation of concrete examples. As application of the numerical computations, we considerably obtain visualisations of the concerned Dirichlet problems rounding out our discussion about the harmonic Faber polynomials and the harmonic Faber operator.

Die vorliegende Dissertation befasst sich mit der Bildung der Modelle der Komposita in der englischen Sprache.Um eine linguistische Theorie richtig zu bilden, stellen wir 7 Hypothesen auf, die auf umfangreiches englisches Sprachmaterial basieren. Wir schaffen den Regelkreis, der die Möglichkeiten für weitere Untersuchungen in diesem Bereich gibt. In unserem Fall ist diese Untersuchung ein begrenzter Bereich, der als die Bereicherung des Regelkreises von Köhler (2005) gilt (synergetisch-linguistische Modellierung).

The dissertation deals with methods to improve design-based and model-assisted estimation techniques for surveys in a finite population framework. The focus is on the development of the statistical methodology as well as their implementation by means of tailor-made numerical optimization strategies. In that regard, the developed methods aim at computing statistics for several potentially conflicting variables of interest at aggregated and disaggregated levels of the population on the basis of one single survey. The work can be divided into two main research questions, which are briefly explained in the following sections. First, an optimal multivariate allocation method is developed taking into account several stratification levels. This approach results in a multi-objective optimization problem due to the simultaneous consideration of several variables of interest. In preparation for the numerical solution, several scalarization and standardization techniques are presented, which represent the different preferences of potential users. In addition, it is shown that by solving the problem scalarized with a weighted sum for all combinations of weights, the entire Pareto frontier of the original problem can be generated. By exploiting the special structure of the problem, the scalarized problems can be efficiently solved by a semismooth Newton method. In order to apply this numerical method to other scalarization techniques as well, an alternative approach is suggested, which traces the problem back to the weighted sum case. To address regional estimation quality requirements at multiple stratification levels, the potential use of upper bounds for regional variances is integrated into the method. In addition to restrictions on regional estimates, the method enables the consideration of box-constraints for the stratum-specific sample sizes, allowing minimum and maximum stratum-specific sampling fractions to be defined. In addition to the allocation method, a generalized calibration method is developed, which is supposed to achieve coherent and efficient estimates at different stratification levels. The developed calibration method takes into account a very large number of benchmarks at different stratification levels, which may be obtained from different sources such as registers, paradata or other surveys using different estimation techniques. In order to incorporate the heterogeneous quality and the multitude of benchmarks, a relaxation of selected benchmarks is proposed. In that regard, predefined tolerances are assigned to problematic benchmarks at low aggregation levels in order to avoid an exact fulfillment. In addition, the generalized calibration method allows the use of box-constraints for the correction weights in order to avoid an extremely high variation of the weights. Furthermore, a variance estimation by means of a rescaling bootstrap is presented. Both developed methods are analyzed and compared with existing methods in extensive simulation studies on the basis of a realistic synthetic data set of all households in Germany. Due to the similar requirements and objectives, both methods can be successively applied to a single survey in order to combine their efficiency advantages. In addition, both methods can be solved in a time-efficient manner using very comparable optimization approaches. These are based on transformations of the optimality conditions. The dimension of the resulting system of equations is ultimately independent of the dimension of the original problem, which enables the application even for very large problem instances.

Ziel der hier bereitgestellten Anforderungskataloge ist es, einen Überblick über die Anforderungen zu geben, welche an FDM-Services in den Geisteswissenschaften und in der Psychologie gestellt werden. Dies soll Hochschulen und außeruniversitären Forschungseinrichtungen die Möglichkeit geben, ihre eigenen Servicekataloge um FDM-Services zu erweitern, welche auf die spezifischen Bedarfe der Forschenden in diesen Disziplinen abgestimmt sind. Zudem sollen diese Anforderungskataloge als Vorlage für die Entwicklung weiterer Anforderungskataloge dienen, welche die fachspezifischen FDM-Services in anderen Fachdisziplinen spezifizieren.

Die forschungsprozessspezifische Kompetenzmatrix stellt einen Baustein im Rahmen des durch das BMBF geförderten Forschungsprojektes „Prozessorientierte Entwicklung von Managementinstrumenten für Forschungsdaten im Lebenszyklus“ (PODMAN) dar. Im Rahmen des PODMAN-Projektes soll ein Referenzmodell und ein zugehöriges prozessorientiertes Benchmarking-Verfahren zur Implementierung des Forschungsdatenmanagements an Hochschulen und außeruniversitären Forschungseinrichtungen entwickelt werden. Darüber soll den Hochschulen und außeruniversitären Forschungseinrichtungen ein Orientierungsrahmen bereitgestellt werden, den sie flexibel zur Umsetzung eigener Datenmanagementstrategien nutzen können. In diesem Zusammenhang sollen Instrumente entwickelt werden, welche eine erfolgreiche Organisation der Zusammenarbeit und Kommunikation sowie der Qualifizierung aller am Forschungsdatenmanagementprozess beteiligten Akteure erlauben. Die forschungsprozessspezifische Kompetenzmatrix hat als eines dieser Instrumente zwei Funktionen: Erstens definiert sie die zur Implementierung eines umfassenden institutionellen FDM-Konzeptes notwendigen Aufgaben und zweitens die damit verbundenen Kompetenzen der ausführenden Akteure.

This dissertation is dedicated to the analysis of the stabilty of portfolio risk and the impact of European regulation introducing risk based classifications for investment funds. The first paper examines the relationship between portfolio size and the stability of mutual fund risk measures, presenting evidence for economies of scale in risk management. In a unique sample of 338 fund portfolios we find that the volatility of risk numbers decreases for larger funds. This finding holds for dispersion as well as tail risk measures. Further analyses across asset classes provide evidence for the robustness of the effect for balanced and fixed income portfolios. However, a size effect did not emerge for equity funds, suggesting that equity fund managers simply scale their strategy up as they grow. Analyses conducted on the differences in risk stability between tail risk measures and volatilities reveal that smaller funds show higher discrepancies in that respect. In contrast to the majority of prior studies on the basis of ex-post time series risk numbers, this study contributes to the literature by using ex-ante risk numbers based on the actual assets and de facto portfolio data. The second paper examines the influence of European legislation regarding risk classification of mutual funds. We conduct analyses on a set of worldwide equity indices and find that a strategy based on the long term volatility as it is imposed by the Synthetic Risk Reward Indicator (SRRI) would lead to substantial variations in exposures ranging from short phases of very high leverage to long periods of under investments that would be required to keep the risk classes. In some cases, funds will be forced to migrate to higher risk classes due to limited means to reduce volatilities after crises events. In other cases they might have to migrate to lower risk classes or increase their leverage to ridiculous amounts. Overall, we find if the SRRI creates a binding mechanism for fund managers, it will create substantial interference with the core investment strategy and may incur substantial deviations from it. Fruthermore due to the forced migrations the SRRI degenerates to a passive indicator. The third paper examines the impact of this volatility based fund classification on portfolio performance. Using historical data on equity indices we find initially that a strategy based on long term portfolio volatility, as it is imposed by the Synthetic Risk Reward Indicator (SRRI), yields better Sharpe Ratios (SRs) and Buy and Hold Returns (BHRs) for the investment strategies matching the risk classes. Accounting for the Fama-French factors reveals no significant alphas for the vast majority of the strategies. In our simulation study where volatility was modelled through a GJR(1,1) - model we find no significant difference in mean returns, but significantly lower SRs for the volatility based strategies. These results were confirmed in robustness checks using alternative models and timeframes. Overall we present evidence which suggests that neither the higher leverage induced by the SRRI nor the potential protection in downside markets does pay off on a risk adjusted basis.

The implicit power motive is one of the most researched motives in motivational psychology—at least in adults. Children have rarely been subject to investigation and there are virtually no results on behavioral and affective correlates of the implicit power motive in children. As behavior and affect are important components of conceptual validation, the empirical data in this dissertation focused on identifying three correlates, namely resource control behavior (study 1), power stress (study 2), and persuasive behavior (study 3). In each study, the implicit power motive was measured via the Picture Story Exercise, using an adapted version for children. Children across samples were between 4 and 11 years old. Results from study 1 and 2 showed that children’s power-related behavior corresponded with evidence from adult samples: children with a high implicit power motive secure attractive resources and show negative reactions to a thwarted attempt to exert influence. Study 3 contradicted existing evidence with adults in that children’s persuasive behavior was not associated with nonverbal, but with verbal strategies of persuasion. Despite this inconsistency, these results are, together with the validation of a child-friendly Picture Story Exercise version, an important step into further investigating and confirming the concept of the implicit power motive and how to measure it in children.