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The majority of rapid cell-to-cell communication mechanisms and information processing within the nervous system makes use of chemical synapses. Fast neurotransmission on these sites not only requires very close apposition of pre- and postsynaptic partners, but also depends on an effective structural arrangement of cellular components on both sides of the synaptic cleft. Synaptic vesicles fuse at active zones (AZs), characterized by an electron-dense protein mesh of insufficiently characterized composition and function. EM analysis of synapses identified electron dense structures thought (but not proven) to play an important role for vesicle release efficacy. The molecular organization of presynaptic AZs during Ca2+ influx–triggered neurotransmitter release is currently a focus of intense investigation. Due to its appearance in electron micrographs, dense bodies at Drosophila synapses were named T-bars. Together with the lab of Erich Buchner, we recently showed that Bruchpilot (BRP) of the Drosophila melanogaster, homologous to the mammalian CAST/ERC family in its N-terminal half, is essential for the T-bar assembly at AZs and efficient neurotransmitter release respectively. The question, in which way BRP contributes to functional and structural organization of the AZ, was a major focus of this thesis. First, stimulated emission depletion microscopy (STED), featuring significantly increased optical resolution, was used to achieve first insights into ‘cytoarchitecture’ of the AZ compartment. In addition, in vivo live imaging experiments following identified populations of synapses over extended periods were preformed to address the trafficking of protein at forming synapses and thereby providing a temporal sequence for the AZ assembly process. Apart from BRP, two additional AZ proteins, DLiprin-α and DSyd-1, were included into the analysis, which were both shown to contribute to efficient AZ assembly. Drosophila Syd-1 (DSyd-1) and Drosophila Liprin-α (DLiprin-α) clusters initiated AZ assembly, finally forming discrete ‘quanta’ at the AZ edge. ELKS-related Bruchpilot, in contrast, accumulated late from diffuse pools in the AZ center, where it contributed to the electron dense specialization by adopting an extended conformation vertical to the AZ membrane. We show that DSyd-1 and DLiprin-α are important for efficient AZ formation. The results of this thesis describe AZ assembly as a sequential protracted process, with matured AZs characterized by sub-compartments and likely quantal building blocks. This step-wise, in parts reversible path leading to mature AZ structure and function offers new control possibilities in the development and plasticity of synaptic circuits.
In this thesis, synaptic transmission was studied electrophysiologically at an invertebrate model synapse, the neuromuscular junction of the Drosophila 3rd instar wandering larvae. In the first part, synaptic function is characterized at the neuromuscular junction in fly lines which are null mutants for the synaptic proteins “the synapse associated protein of 47 kDa” (Sap-47156), Synapsin (Syn97), the corresponding double mutant (Sap-47156, Syn97), a null mutant for an as yet uncharacterized Drosophila SR protein kinase, the Serine-Arginine protein kinase 3 (SRPK3), and the Löchrig (Loe) mutant which shows a strong neurodegenerative phenotype. Intracellular voltage recordings from larval body wall muscles 6 and 7 were performed to measure amplitude and frequency of spontaneous single vesicle fusion events (miniature excitatory junction potentials or mEJPs). Evoked excitatory junction potentials (eEJPs) at different frequencies and calcium concentrations were also measured to see if synaptic transmission was altered in mutants which lacked these synaptic proteins. In addition, structure and morphology of presynaptic boutons at the larval neuromuscular junction were examined immunohistochemically using monoclonal antibodies against different synaptic vesicle proteins (SAP-47, CSP, and Synapsin) as well as the active zone protein Bruchpilot. Synaptic physiology and morphology was found to be similar in all null mutant lines. However, Löchrig mutants displayed an elongated bouton morphology, a significant shift towards larger events in mEJP amplitude frequency histograms, and increased synaptic facilitation during a 10 Hz tetanus. These deficits suggest that Loe mutants may have a defect in some aspect of synaptic vesicle recycling. The second part of this thesis involved the electrophysiological characterization of heterologously expressed light activated proteins at the Drosophila neuromuscular junction. Channelrhodopsin-2 (ChR2), a light gated ion channel, and a photoactivated adenylate cyclase (PAC) were expressed in larval motor neurons using the UAS-Gal4 system. Single EJPs could be recorded from muscles 15, 16, and 17 when larva expressing ChR2 were illuminated with short (100 ms) light pulses, whereas long light pulses (10 seconds) resulted in trains of EJPs with a frequency of around 25 Hz. Larva expressing PAC in preparations where motor neurons were cut from the ventral ganglion displayed a significant increase in mEJP frequency after a 1 minute exposure to blue light. Evoked responses in low (.2 mM) calcium were also significantly increased when PAC was stimulated with blue light. When motor nerves were left intact, PAC stimulation resulted in light evoked EJPs in muscles 6 and 7 in a manner consistent with RP3 motor neuron activity. ChR2 and PAC are therefore useful and reliable tools for manipulating neuronal activity in vivo.
Subject of the present study is the agent-based computer simulation of Agent Island. Agent Island is a macroeconomic model, which belongs to the field of monetary theory. Agent-based modeling is an innovative tool that made much progress in other scientific fields like medicine or logistics. In economics this tool is quite new, and in monetary theory to this date virtual no agent-based simulation model has been developed. It is therefore the topic of this study to close this gap to some extend. Hence, the model integrates in a straightforward way next to the common private sectors (i.e. households, consumer goods firms and capital goods firms) and as an innovation a banking system, a central bank and a monetary circuit. Thereby, the central bank controls the business cycle via an interest rate policy; the according mechanism builds on the seminal idea of Knut Wicksell (natural rate of interest vs. money rate of interest). In addition, the model contains also many Keynesian features and a flow-of-funds accounting system in the tradition of Wolfgang Stützel. Importantly, one objective of the study is the validation of Agent Island, which means that the individual agents (i.e. their rules, variables and parameters) are adjusted in such a way that on the aggregate level certain phenomena emerge. The crucial aspect of the modeling and the validation is therefore the relation between the micro and macro level: Every phenomenon on the aggregate level (e.g. some stylized facts of the business cycle, the monetary transmission mechanism, the Phillips curve relationship, the Keynesian paradox of thrift or the course of the business cycle) emerges out of individual actions and interactions of the many thousand agents on Agent Island. In contrast to models comprising a representative agent, we do not apply a modeling on the aggregate level; and in contrast to orthodox GE models, true interaction between heterogeneous agents takes place (e.g. by face-to-face-trading).
Magnetic Resonance Imaging (MRI) is an imaging modality which provides anatomical or functional images of the human body with variable contrasts in an arbitrarily positioned slice without the need for ionizing radiation. In MRI, data are not acquired directly, but in the reciprocal image space (otherwise known as k-space) through the application of spatially variable magnetic field gradients. The k-space is made up of a grid of data points which are generally acquired in a line-by-line fashion (Cartesian imaging). After the acquisition, the k-space data are transformed into the image domain using the Fast Fourier Transformation (FFT). However, the acquisition of data is not limited to the rectilinear Cartesian sampling scheme described above. Non-Cartesian acquisitions, where the data are collected along exotic trajectories, such as radial and spiral, have been shown to be beneficial in a number of applications. However, despite their additional properties and potential advantages, working with non-Cartesian data can be complicated. The primary difficulty is that non-Cartesian trajectories are made up of points which do not fall on a Cartesian grid, and a simple and fast FFT algorithm cannot be employed to reconstruct images from non-Cartesian data. In order to create an image, the non-Cartesian data are generally resampled on a Cartesian grid, an operation known as gridding, before the FFT is performed. Another challenge for non-Cartesian imaging is the combination of unusual trajectories with parallel imaging. This thesis has presented several new non-Cartesian parallel imaging methods which simplify both gridding and the reconstruction of images from undersampled data. In Chapter 4, a novel approach which uses the concepts of parallel imaging to grid data sampled along a non-Cartesian trajectory called GRAPPA Operator Gridding (GROG) is described. GROG shifts any acquired k-space data point to its nearest Cartesian location, thereby converting non-Cartesian to Cartesian data. The only requirements for GROG are a multi-channel acquisition and a calibration dataset for the determination of the GROG weights. Chapter 5 discusses an extension of GRAPPA Operator Gridding, namely Self-Calibrating GRAPPA Operator Gridding (SC-GROG). SC-GROG is a method by which non-Cartesian data can be gridded using spatial information from a multi-channel coil array without the need for an additional calibration dataset, as required in standard GROG. Although GROG can be used to grid undersampled datasets, it is important to note that this method uses parallel imaging only for gridding, and not to reconstruct artifact-free images from undersampled data. Chapter 6 introduces a simple, novel method for performing modified Cartesian GRAPPA reconstructions on undersampled non-Cartesian k-space data gridded using GROG to arrive at a non-aliased image. Because the undersampled non-Cartesian data cannot be reconstructed using a single GRAPPA kernel, several Cartesian patterns are selected for the reconstruction. Finally, Chapter 7 discusses a novel method of using GROG to mimic the bunched phase encoding acquisition (BPE) scheme. In MRI, it is generally assumed that an artifact-free image can be reconstructed only from sampled points which fulfill the Nyquist criterion. However, the BPE reconstruction is based on the Generalized Sampling Theorem of Papoulis, which states that a continuous signal can be reconstructed from sampled points as long as the points are on average sampled at the Nyquist frequency. A novel method of generating the “bunched” data using GRAPPA Operator Gridding (GROG), which shifts datapoints by small distances in k-space using the GRAPPA Operator instead of employing zig-zag shaped gradients, is presented in this chapter. With the conjugate gradient reconstruction method, these additional “bunched” points can then be used to reconstruct an artifact-free image from undersampled data. This method is referred to as GROG-facilitated Bunched Phase Encoding, or GROG-BPE.
It is aim of this work to develop, implement, and apply a new numerical scheme for modeling turbulent, multiphase astrophysical flows such as galaxy cluster cores and star forming regions. The method combines the capabilities of adaptive mesh refinement (AMR) and large-eddy simulations (LES) to capture localized features and to represent unresolved turbulence, respectively; it will be referred to as Fluid mEchanics with Adaptively Refined Large-Eddy SimulationS or FEARLESS.
This PhD thesis introduced several concepts for the construction of new supramolecular assem-blies in polar solvents. Although the building blocks differ in their binding mode and association strength they follow the same principle: one main driving force for the self-assembly in polar solutions in combination with one texturing force. The main self-assembly process is based on the mutual interaction of hydrogen-bond enforced ion pairs which deliver the association energy needed for stable, supramolecular structures even in polar solvents. The texturing force itself is represented by the linkers between the zwitterionic building blocks or parts of them. The different length and functionalization of the linkers have a tremendous influence on the mode of self-assembly leading to cyclic dimers, vesicles, layers or solid spheres. Hence, this principle is suitable for the construction of programmable monomers. Since the derivatisation of the main binding motive is rather simple it offers a great number of new and undoubtedly fascinating structures with potential applications in material and biomimetic science.
A comprehensive approach for currency crises theories stressing the role of the anchor country
(2008)
The approach is based on the finding that new generations of currency crises theories always had developed ex post after popular currency crises. Discussing the main theories of currency crises shows their disparity: The First Generation of currency crises models argues based on the assumption of a chronic budget deficit that is being monetized by the domestic central bank. The result is a trade-off between an expansionary monetary policy that is focused on the internal economic balance and a fixed exchange rate which is depending on the rules of interest parity and purchasing power parity. This imbalance inevitably results in a currency crisis. Altogether, this theory argues with a disrupted external balance on the foreign exchange market. Second Generation currency crises models on the other side focus on the internal macroeconomic balance. The stability of a fixed exchange rate is depending on the economic benefit of the exchange rate system in relation to the social costs of maintaining it. As soon as social costs are increasing and showing up in deteriorating fundamentals, this leads to a speculative attack on the fixed exchange rate system. The term Third Generation of currency crises finally summarizes a variety of currency crises theories. These are also arguing psychologically to explain phenomena as contagion and spill-over effects to rationalize crises detached from the fundamental situation. Apart from the apparent inconsistency of the main theories of currency crises, a further observation is that these explanations focus on the crisis country only while international monetary transmission effects are left out of consideration. These however are a central parameter for the stability of fixed exchange rate systems, in exchange rate theory as well as in empirical observations. Altogether, these findings provide the motivation for developing a theoretical approach which integrates the main elements of the different generations of currency crises theories and which integrates international monetary transmission. Therefore a macroeconomic approach is chosen applying the concept of the Monetary Conditions Index (MCI), a linear combination of the real interest rate and the real exchange rate. This index firstly is extended for international monetary influences and called MCIfix. MCIfix illustrates the monetary conditions required for the stability of a fixed exchange rate system. The central assumption of this concept is that the uncovered interest parity is maintained. The main conclusion is that the MCIfix only depends on exogenous parameters. In a second step, the analysis integrates the monetary policy requirements for achieving an internal macroeconomic stability. By minimizing a loss function of social welfare, a MCI is derived which pictures the economically optimal monetary policy MCIopt. Instability in a fixed exchange rate system occurs as soon as the monetary conditions for an internal and external balance are deviating. For discussing macroeconomic imbalances, the central parameters determining the MCIfix (and therefore the relation of MCIfix to MCIopt) are discussed: the real interest rate of the anchor country, the real effective exchange rate and a risk premium. Applying this theory framework, four constellations are discussed where MCIfix and MCIopt fall apart in order to show the central bank’s possibilities for reacting and the consequences of that behaviour. The discussion shows that the integrative approach manages to incorporate the central elements of traditional currency crises theories and that it includes international monetary transmission instead of reducing the discussion on an inconsistent domestic monetary policy. The theory framework for fixed exchange rates is finally applied in four case studies: the currency crises in Argentina, the crisis in the Czech Republic, the Asian currency crisis and the crisis of the European Monetary System. The case studies show that the developed monetary framework achieves integration of different generations of crises theories and that the monetary policy of the anchor country plays a decisive role in destabilising fixed exchange rate systems.