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Egg distribution in herbivorous beetles can be affected by bottom-up (host plant), and by top-down factors (parasitoids and predators), as well as by other habitat parameters. The importance of bottom-up and top-down effects may change with spatial scale. In this study, we investigated the influence of host plant factors and habitat structure on egg distribution in the leaf beetle Cassida canaliculata Laich. (Coleoptera: Chrysomelidae), a monophagous herbivore on Salvia pratensis L. (Lamiales: Lamiaceae), on four spatial scales: individual host plant, microhabitat, macrohabitat, and landscape. At the individual host plant scale we studied the correlation between egg clutch incidence and plant size and quality. On all other scales we analyzed the relationship between the egg clutch incidence of C. canaliculata and host plant percentage cover, host plant density, and the surrounding vegetation structure. Vegetation structure was examined as herbivores might escape egg parasitism by depositing their eggs on sites with vegetation factors unfavorable for host searching parasitoids. The probability that egg clutches of C. canaliculata were present increased with an increasing size, percentage cover, and density of the host plant on three of the four spatial scales: individual host plant, microhabitat, and macrohabitat. There was no correlation between vegetation structure and egg clutch occurrence or parasitism on any spatial scale. A high percentage of egg clutches (38–56%) was parasitized by Foersterella reptans Nees (Hymenoptera: Tetracampidae), the only egg parasitoid, but there was no relationship between egg parasitism and the spatial distribution of egg clutches of C. canaliculata on any of the spatial scales investigated. However, we also discuss results from a further study, which revealed top-down effects on the larval stage.
This thesis extends the classical theoretical work of Macevicz and Oster (1976, expanded by Oster and Wilson, 1978) on adaptive life history strategies in social insects. It focuses on the evolution of dynamic behavioural patterns (reproduction and activity) as a consequence of optimal allocation of energy and time resources. Mathematical modelling is based on detailed empirical observations in the model species Lasioglossum malachurum (Halictidae; Hymenoptera). The main topics are field observations, optimisation models for eusocial life histories, temporal variation in life history decisions, and annual colony cycles of eusocial insects.
Platelets are crucial to inhibit extensive blood loss at sites of vascular injury. However, under pathological conditions such as rupture of an atherosclerotic plaque, activated platelets form aggregates that may occlude the vessel. This can lead to heart attack and stroke. Various and complex signaling pathways in the cell are involved in the steps of platelet adhesion, activation and aggregation. Single aspects of these processes were studied in three different subprojects in this work. The Glycoprotein (GP) Ib-V-IX complex is responsible for the first contact of platelets with the vessel wall. Subsequently, GPVI can bind to collagen of the subendothelium, which initiates a signaling cascade leading to platelet activation, aggregation, characterized by integrin activation and granule secretion and platelet procoagulant activity. The latter is characterized by exposed phosphatidylserine (PS) on the platelet surface, which enhances thrombin generation and thereby the coagulation cascade. A controlled regulation of GP receptors on the platelet surface is vital for an intact response of the cell to platelet agonists. In the first subproject described here the regulation of GPV and GPVI on mouse platelets was investigated and it was found that both receptors are shed from the platelet surface in a metalloproteinase dependent manner. However, GPVI is shed upon mitochondrial injury, while GPV cleavage could be observed upon platelet stimulation. The metalloproteinase responsible for GPVI shedding remains unknown whereas the metallproteinase that sheds GPV was identified in this work as being ADAM17. This shows that the expression of both receptors underlies a controlled mechanism regulated through distinct metalloproteinases. In the second subproject the role of protein kinase C (PKC) in platelet activation and procoagulant response was investigated using PKC specific inhibitors. It was found that PKC blockage reduced platelet activation but enhanced platelet procoagulant activity. This is the first time that a dual role in platelet activation and procoagulant activity is defined for PKC. In the third project the role of the small GTPase Rac1 in platelet signaling was studied using conditional Rac1 knock out mice. It is reported here that Rac1 lies downstream of GPVI and is involved in integrin activation and cytsolic Ca2+ changes in vitro and platelet adhesion and thrombus formation in vivo. This is the first time that Rac1 is demonstrated to have a pivotal role in GPVI signaling and furthermore points to a novel, unknown pathway downstream of GPVI.
High-harmonic generation provides a powerful source of ultrashort coherent radiation in the XUV and soft-x-ray range, which also allows for the production of attosecond light pulses. Based on the unique properties of this new radiation it is now possible to perform time-resolved spectroscopy at high excitation energies, from which a wide field of seminal discoveries can be expected. Since the exploration and observation of the corresponding processes in turn are accompanied by the desire to control them, this work deals with new ways to manipulate and characterize the properties of these high-harmonic-based soft-x-ray pulses. After introductory remarks this work first presents a comprehensive overview over recent developments and achievements on the field of the control of high-harmonic radiation in order to classify the experimental results obtained in this work. These results include the control of high-harmonic radiation both by temporally shaping and by manipulating the spatial properties of the fundamental laser pulses. In addition, the influence of the conversion medium and of the setup geometry (gas jet, gas-filled hollow fiber) was investigated. Using adaptive temporal pulse shaping of the driving laser pulse by a deformable mirror, this work demonstrates the complete control over the XUV spectrum of high harmonics. Based on a closed-loop optimization setup incorporating an evolutionary algorithm, it is possible to generate arbitrarily shaped spectra of coherent soft-x-ray radiation in a gas-filled hollow fiber. Both the enhancement and suppression of narrowband high-harmonic emission in a selected wavelength region as well as the enhancement of coherent soft-x-ray radiation over a selectable extended range of harmonics (multiple harmonics) can be achieved. Since simulations that do not take into account spatial properties such as propagation effects inside a hollow fiber cannot reproduce the experimentally observed high contrast ratios between adjacent harmonics, a feedback-controlled adaptive two-dimensional spatial pulse shaper was set up to examine selective fiber mode excitation and the optimization of high-harmonic radiation in such a geometry. It is demonstrated that different fiber modes contribute to harmonic generation and make the high extent of control possible. These results resolve the long-standing issue about the controllability of high-harmonic generation in free-focusing geometries such as gas jets as compared to geometries where the laser is guided. Temporal pulse shaping alone is not sufficient. It was possible to extend the cutoff position of harmonics generated in a gas jet, however, selectivity cannot be achieved. The modifications of the high-harmonic spectrum have direct implications for the time structure of the harmonic radiation, including the possibility for temporal pulse shaping on an attosecond time scale. To this end, known methods for the temporal characterization of optical pulses and high-harmonic pulses (determination of the harmonic chirp on femtosecond and attosecond time scales) were introduced. The experimental progress in this work comprises the demonstration of different setups that are in principle suitable to determine the time structure of shaped harmonic pulses based on two-photon two-color ionization cross-correlation techniques. Photoelectron spectra of different noble gases generated by photoionization with high-harmonic radiation reproduce the spin-orbit splitting of the valence electrons and prove the satisfactory resolution of our electron time-of-flight spectrometer for the temporal characterization of high harmonics. Unfortunately no positive results for this part could be achieved so far, which can probably be attributed mainly to the lack of the focusability of the high harmonics and to the low available power of our laser system. However, we have shown that shaping the high-harmonic radiation in the spectral domain must result in modifications of the time structure on an attosecond time scale. Therefore this constitutes the first steps towards building an attosecond pulse shaper in the soft-x-ray domain. Together with the ultrashort time resolution, high harmonics open great possibilities in the field of time-resolved soft-x-ray spectroscopy, for example of inner-shell transitions. Tailored high-harmonic spectra as generated in this work and shaped attosecond pulses will represent a multifunctional toolbox for this kind of research.
Oviposition site selection in insects is essential in terms of low egg mortality, high offspring survival and therefore a high reproductive output. Although oviposition height could be a crucial factor for the fitness of overwintering eggs, it has rarely been investigated. In this study the oviposition height of a polyphagous leaf beetle, Galeruca tanaceti Linnaeus in different habitats and at different times of the season was examined and its effect on egg clutch mortality was recorded. The leaf beetle occurs as an occasional pest on several agricultural plants. It deposits its eggs within herbaceous vegetation in autumn. Eggs are exposed to numerous biotic and abiotic mortality factors summarized as egg parasitism and winter mortality. Oviposition height of the leaf beetle was not uniform, but changed significantly with the structure of the habitat and during the season. Mean oviposition height per site (70.2±4.9 cm) was significantly higher than mean vegetation height (28.4±2.4 cm). Height of plants with egg clutches attached and oviposition height were significantly positively correlated. The results suggest that females try to oviposit as high as possible in the vegetation and on the plants selected. In accordance with this, the probability of egg parasitism and of winter egg clutch mortality significantly declined with increasing oviposition height. A preference of G. tanaceti for oviposition sites high up in the vegetation might therefore have evolved due to selection pressures by parasitoids and winter mortality.
The optimal probability and distance of dispersal largely depend on the risk to end up in unsuitable habitat. This risk is highest close to the habitat’s edge and consequently, optimal dispersal probability and distance should decline towards the habitat’s border. This selection should lead to the emergence of spatial gradients in dispersal strategies. However, gene flow caused by dispersal itself is counteracting local adaptation. Using an individual based model we investigate the evolution of local adaptations of dispersal probability and distance within a single, circular, habitat patch. We compare evolved dispersal probabilities and distances for six different dispersal kernels (two negative exponential kernels, two skewed kernels, nearest neighbour dispersal and global dispersal) in patches of different size. For all kernels a positive correlation between patch size and dispersal probability emerges. However, a minimum patch size is necessary to allow for local adaptation of dispersal strategies within patches. Beyond this minimum patch area the difference in mean dispersal distance between center and edge increases linearly with patch radius, but the intensity of local adaptation depends on the dispersal kernel. Except for global and nearest neighbour dispersal, the evolved spatial pattern are qualitatively similar for both, mean dispersal probability and distance. We conclude, that inspite of the gene-flow originating from dispersal local adaptation of dispersal strategies is possible if a habitat is of sufficient size. This presumably holds for any realistic type of dispersal kernel.
Abstract: Background Social insects show considerable variability not only in social organisation but also in the temporal pattern of nest cycles. In annual eusocial sweat bees, nest cycles typically consist of a sequence of distinct phases of activity (queen or workers collect food, construct, and provision brood cells) and inactivity (nest is closed). Since the flight season is limited to the time of the year with sufficiently high temperatures and resource availability, every break reduces the potential for foraging and, thus, the productivity of a colony. This apparent waste of time has not gained much attention. Results We present a model that explains the evolution of activity breaks by assuming differential mortality during active and inactive phases and a limited rate of development of larvae, both reasonable assumptions. The model predicts a systematic temporal structure of breaks at certain times in the season which increase the fitness of a colony. The predicted pattern of these breaks is in excellent accordance with field data on the nest cycle of the halictid Lasioglossum malachurum. Conclusion Activity breaks are a counter-intuitive outcome of varying mortality rates that maximise the reproductive output of primitively eusocial nests.
The complexity of membership problems for finite recurrent systems and minimal triangulations
(2006)
The dissertation thesis studies the complexity of membership problems. Generally, membership problems consider the question whether a given object belongs to a set. Object and set are part of the input. The thesis studies the complexity of membership problems for two special kinds of sets. The first problem class asks whether a given natural number belongs to a set of natural numbers. The set of natural numbers is defined via finite recurrent systems: sets are built by iterative application of operations, like union, intersection, complementation and arithmetical operations, to already defined sets. This general problem implies further problems by restricting the set of used operations. The thesis contains completeness results for well-known complexity classes as well as undecidability results for these problems. The second problem class asks whether a given graph is a minimal triangulation of another graph. A graph is a triangulation of another graph, if it is a chordal spanning supergraph of the second graph. If no proper supergraph of the first graph is a triangulation of the second graph, the first graph is a minimal triangulation of the second graph. The complexity of the membership problem for minimal triangulations of several graph classes is investigated. Restricted variants are solved by linear-time algorithms. These algorithms rely on appropriate characterisations of minimal triangulations.
A hitherto unresolved problem is how workers are prevented from reproducing in large insect societies. The queen informs about her fertility and health which ensures sufficient indirect fitness benefits for workers. In the ant Camponotus floridanus, I found such a signal located on eggs of highly fertile queens. Groups of workers were regularly provided with different sets of brood. Only in groups with queen eggs workers refrain from reproducing. Thus, the eggs seem to inform the workers about queen presence. The signal on queen eggs is presumably the same that enables workers to distinguish between queen and worker-laid eggs, latter are destroyed by workers. Queen and worker-laid eggs differ in their surface hydrocarbons in a similar way as fertile queens differ from workers in the composition of their cuticular hydrocarbons. When I transferred hydrocarbons from the queen cuticle to worker eggs the eggs were no longer destroyed, indicating that they now carry the signal. These hydrocarbons thus represent a queen signal that regulates worker reproduction in this species. But the signal is not present in all fertile queens. Founding queens with low egg-laying rates differ in the composition of cuticular hydrocarbons from queens with high productivity. Similar differences in the composition of surface hydrocarbons were present on their eggs. The queen signal develops along with an increasing fertility and age of the queen, and this is perceived by the workers. Eggs from founding queens were destroyed like worker eggs. This result shows that founding queens lack the appropriate signal. In these little colony foundations chemical communication of queen status may not be necessary to prevent workers from reproducing, since workers may benefit more from investing in colony growth and increased productivity of large colonies rather than from producing male eggs in incipient colonies. If the queen is missing or the productivity of the queen decreases, workers start laying eggs. There is some evidence from correlative studies that, under queenless conditions, worker police each other because of differences in individual odors as a sign of social status. It can be expressed as either aggressive inhibition of ovarian activity, workers with developed ovaries are attacked by nest-mates, or destruction by worker-laid eggs. I found that in C. floridanus workers, in contrast to known studies, police only by egg eating since they are able to discriminate queen- and worker-laid eggs. Workers with developed ovaries will never attacked by nest-mates. This is further supported by qualitative and quantitative differences in the cuticular hydrocarbon profile of queens and workers, whereas profiles of workers with and without developed ovaries show a high similarity. I conclude that workers discriminate worker eggs on the basis of their hydrocarbon profile, but they are not able to recognize egg-laying nest-mates. Improving our knowledge of the proximate mechanisms of the reproductive division of labor in evolutionary derived species like C. floridanus will help to understand the evolution of extreme reproductive altruism involving sterility as a characteristic feature of advanced eusocial systems.
In this thesis affine-scaling-methods for two different types of mathematical problems are considered. The first type of problems are nonlinear optimization problems subject to bound constraints. A class of new affine-scaling Newton-type methods is introduced. The methods are shown to be locally quadratically convergent without assuming strict complementarity of the solution. The new methods differ from previous ones mainly in the choice of the scaling matrix. The second type of problems are semismooth system of equations with bound constraints. A new affine-scaling trust-region method for these problems is developed. The method is shown to have strong global and local convergence properties under suitable assumptions. Numerical results are presented for a number of problems arising from different areas.