Sökning: "empty space"
Visar resultat 1 - 5 av 28 avhandlingar innehållade orden empty space.
1. The void : Urban wasteland as political space
Sammanfattning : The rugged field and group of trees between housing estates or next to the railroad tracks, the left-over space of deserted industrial areas, the vacant demolition site of a central city block – they could all be termed ‘urban voids’. However, they are often anything but voids, in a literal sense, as they are not empty, or deserted. LÄS MER
2. Sångaren på den tomma spelplatsen - en poetik. Att gestalta Gilgamesheposet och sånger av John Dowland och Evert Taube
Sammanfattning : The aim of this doctoral project is to explore an expanded role of the singer in an artistic field situated between poetry, theatre, music and reflection. The project consists of three parts: Firstly, three performances of songs and poetry: (a) Me, Me and None but Me!, a blank-verse monologue connecting songs of John Dowland, (b) Gilgamesh – The Man Who Refused to Die, a musical version of the Babylonian Gilgamesh Epic, and (c) The Poet and Time, interpretations of works by the Swedish chansonier Evert Taube. LÄS MER
3. On Speciation in Birds – Genomic Signatures across Space and Time
Sammanfattning : The process of speciation is a cornerstone in evolutionary biology. In Darwin’s On the Origin of Species, he described how he imagined that a new species would evolve to fill an empty niche. This focus on ecology shifted with Mayr towards the importance of isolation, and for many decades the geographic modes of speciation were debated. LÄS MER
4. On Clustering of Random Points in the Plane and in Space
Sammanfattning : If n points are independently and uniformly distributed in a large rectangular parallelepiped, A in Rd, d =2,3, they may possibly aggregate in such a way that they are contained in some translate of a given convex set C in A. If the points are replaced by copies of C, these translated sets may have a non-empty intersection. LÄS MER
5. On the Einstein-Vlasov system: Stationary Solutions and Small Data Solutions with Charged and Massless Particles
Sammanfattning : The Vlasov matter model describes an ensemble of collisionless particles moving through space-time. These particles interact via the gravitational field which they create collectively. In the framework of General Relativity this gravitational field is described by space-time curvature. LÄS MER
