DNA-Array-Technologie

Es wurde ein genomischer DNA-Array der Modellpflanze Arabidopsis thaliana mit einer 13.800 EST-Klone umfassenden cDNA-Bibliothek entwickelt und in der Genexpressionsanalyse der pflanzlichen Pathogenabwehr eingesetzt. Mittels PCR-Amplifikation sind 13.000 PCR-Produkte der cDNA-Fragmente hergestellt worden, mit denen 66 genomische Arabidopsis-Arrays auf Nylon und Polypropylen als Trägermaterial hergestellt werden konnten. Die Validierung mit Fluoreszenz- und Radiaktivhybridisierung sowie der Vergleich von drei Normalisierungsmethoden führte zu reproduzierbaren Ergebnissen bei hohem Korrelationskoeffizienten. Die etablierte DNA-Array-Technologie wurde zur Genexpressionsanalyse der pathogeninduzierten Abwehrmechanismen der Pflanze Arabidopsis thaliana in den ersten 24 Stunden nach Infektion mit dem avirulenten Bakterium Pseudomonas syringae pv. tomato eingesetzt. In einer Auswahl von 75 Genen der Stoffwechselwege Glycolyse, Citrat-Cyclus, Pentosephosphat-Cyclus und Glyoxylatmetabolismus konnte für 25 % der Gene, im Shikimat-, Tryptophan- und Phenylpropanoidsyntheseweg für 60 % der Gene eine erhöhte Transkriptionsrate nachgewiesen werden. Die Ergebnisse dieser Arbeit stimmen mit experimentellen Daten verschiedener unabhängiger Studien zur pflanzlichen Pathogenantwort überein. Darüberhinaus sind erstmals Transkriptionsprofile von bisher auf Transkriptionsebene nicht untersuchten Genen erstellt worden. Diese Ergebnisse bestätigen die transkriptionelle Aktivierung ganzer Stoffwechselwege und gewähren erstmals einen Einblick in die koordinierte differentielle Transkription ganzer Stoffwechselwege während der Pathogenabwehr.

Computer simulations of charged systems in partially periodic geometries

This work presents algorithms for the calculation of the electrostatic interaction in partially periodic systems. The framework for these algorithms is provided by the simulation package ESPResSo, of which the author was one of the main developers. The prominent features of the program are listed and the internal structure is described. In the following, algorithms for the calculation of the Coulomb sum in three dimensionally periodic systems are described. These methods are the foundations for the algorithms for partially periodic systems presented in this work. Starting from the MMM2D method for systems with one non-periodic coordinate, the ELC method for these systems is developed. This method consists of a correction term which allows to use methods for three dimensional periodicity also for the case of two periodic coordinates. The computation time of this correction term is neglible for large numbers of particles. The performance of MMM2D and ELC are demonstrated by results from the implementations contained in ESPResSo. It is also discussed, how different dielectric constants inside and outside of the simulation box can be realized. For systems with one periodic coordinate, the MMM1D method is derived from the MMM2D method. This method is applied to the problem of the attraction of like-charged rods in the presence of counterions, and results of the strong coupling theory for the equilibrium distance of the rods at infinite counterion-coupling are checked against results from computer simulations. The degree of agreement between the simulations at finite coupling and the theory can be characterized by a single parameter gamma_RB. In the special case of T=0, one finds under certain circumstances flat configurations, in which all charges are located in the rod-rod plane. The energetically optimal configuration and its stability are determined analytically, which depends on only one parameter gamma_z, similar to gamma_RB. These findings are in good agreement with results from computer simulations.

Mapping the elastic response of epithelial apical cell membranes suspended across porous array

As the elastic response of cell membranes to mechanical stimuli plays a key role in various cellular processes, novel biophysical strategies to quantify the elasticity of native membranes under physiological conditions at a nanometer scale are gaining interest. In order to investigate the elastic response of apical membranes, elasticity maps of native membrane sheets, isolated from MDCK II (Madine Darby Canine kidney strain II) epithelial cells, were recorded by local indentation with an Atomic Force Microscope (AFM). To exclude the underlying substrate effect on membrane indentation, a highly ordered gold coated porous array with a pore diameter of 1.2 μm was used to support apical membranes. Overlays of fluorescence and AFM images show that intact apical membrane sheets are attached to poly-D-lysine coated porous substrate. Force indentation measurements reveal an extremely soft elastic membrane response if it is indented at the center of the pore in comparison to a hard repulsion on the adjacent rim used to define the exact contact point. A linear dependency of force versus indentation (-dF/dh) up to 100 nm penetration depth enabled us to define an apparent membrane spring constant (kapp) as the slope of a linear fit with a stiffness value of for native apical membrane in PBS. A correlation between fluorescence intensity and kapp is also reported. Time dependent hysteresis observed with native membranes is explained by a viscoelastic solid model of a spring connected to a Kelvin-Voight solid with a time constant of 0.04 s. No hysteresis was reported with chemically fixated membranes. A combined linear and non linear elastic response is suggested to relate the experimental data of force indentation curves to the elastic modulus and the membrane thickness. Membrane bending is the dominant contributor to linear elastic indentation at low loads, whereas stretching is the dominant contributor for non linear elastic response at higher loads. The membrane elastic response was controlled either by stiffening with chemical fixatives or by softening with F-actin disrupters. Overall, the presented setup is ideally suitable to study the interactions of the apical membrane with the underlying cytoskeleton by means of force indentation elasticity maps combined with fluorescence imaging.

Periodic Higgs-de Rham flows and representations of algebraic fundamental groups

Let k := bar{F}_p for p > 2, W_n(k) := W(k)/p^n and X_n be a projective smooth W_n(k)-scheme which is W_{n+1}(k)-liftable. For all n > 1, we construct explicitly a functor, which we call the inverse Cartier functor, from a subcategory of Higgs bundles over X_n to a subcategory of flat Bundles over X_n. Then we introduce the notion of periodic Higgs-de Rham flows and show that a periodic Higgs-de Rham flow is equivalent to a Fontaine-Faltings module. Together with a p-adic analogue of Riemann-Hilbert correspondence established by Faltings, we obtain a coarse p-adic Simpson correspondence.