<p>The study introduces and puts forward Sector Policing as a model to expand Community Policing and to broaden the scope of crime prevention. It also demonstrates how Sector Policing can be utilised to decentralise policing and deepen community participation.</p>

<p>The study introduces and puts forward Sector Policing as a model to expand Community Policing and to broaden the scope of crime prevention. It also demonstrates how Sector Policing can be utilised to decentralise policing and deepen community participation.</p>

Systems of quasilinear partial differential equations of the first order, known as hydrodynamic type systems, are one of the most important classes of nonlinear partial differential equations in the modern theory of integrable systems. They naturally arise in continuum mechanics and in a wide range of applications, both in pure and applied mathematics. Deep connections between the mathematical theory of hydrodynamic type systems with differential geometry, firstly revealed by Riemann in the nineteenth century, have been thoroughly investigated in the eighties by Dubrovin and Novikov. They introduced and studied a class of Poisson structures generated by a flat pseudo-Riemannian metric, called first-order Poisson brackets of hydrodynamic type. Subsequently, these structures have been generalised in a whole variety of different ways: degenerate, non-homogeneous, higher order, multi-dimensional, and non-local. The first part of this thesis is devoted to the classification of such structures in two dimensions, both non-degenerate and degenerate. Complete lists of such structures are provided for a small number of components, as well as partial results in the multi-component non-degenerate case. In the second part of the thesis we deal with deformations of Poisson structures of hydrodynamic type. The deformation theory of Poisson structures is of great interest in the theory of integrable systems, and also plays a key role in the theory of Frobenius manifolds. In particular, we investigate deformations of two classes of structures of hydrodynamic type: degenerate one-dimensional Poisson brackets and non-semisimple bi-Hamiltonian structures associated with Balinskii-Novikov algebras. Complete classification of second-order deformations are presented for two-component structures.

Magister Administrationis - MAdmin / The study introduces and puts forward Sector Policing as a model to expand Community Policing and to broaden the scope of crime prevention. It also demonstrates how Sector Policing can be utilised to decentralise policing and deepen community participation.

Für die Herstellung großformatiger dünnwandiger Schalentragwerke bedarf es geeigneter Schalungssysteme, die eine frei geformte Geometrie, eine erhöhte Wiederverwendbarkeit sowie eine glatte Sichtbetonqualität der Elemente ohne Fehlstellen (Architekturbeton) in Kombination mit einer hohen Produktivität gestatten [1]. Derzeit ist die Herstellung frei geformter Beton-Leichtbauelemente sowohl mit einem erheblichen Material- und Montageals auch Kostenaufwand verbunden [2]–[4]. Zu üblichen Schalungstechniken zählen konventionell segmentierte Holz- und Stahlsysteme, pneumatisch gestützte und modellierte Schalungen sowie deren Kombinationen. Für einfach verformbare Schalungssysteme sind dazu einige Patente angemeldet worden, z. B. [5]–[7]. Aktuelle Forschungen (wie bspw. [8]–[11]) beschäftigen sich weiterhin mit flexiblen Schalungssystemen, die über zahlreiche einstellbare Aktuatoren frei formbare Flächen mit zumeist polymeren Schalhäuten erzeugen. / For the production of large-size concrete shell structures with thin walls, it is necessary to provide formwork systems, which permit freely formed geometries, enhanced reusability and smooth, fair-faced concrete quality of the elements without defects (architectural concrete) in combination with high productivity [1]. Currently, the production of lightweight, freeformed concrete elements is characterized by high material and installation eff orts as well as costs [2]–[4]. Common formwork techniques include segmented systems made of wood or steel, pneumatically supported and modelled formworks as well as combinations thereof. There are some pending patents on simply deformable formwork systems, e.g. [5]–[7]. Furthermore, recent research activities encompass flexible formwork systems, which generate free-form areas with the help of numerous adjustable actuators and polymer membranes [8]–[11].