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The Department of English in Lund : Working Papers in Linguistics Vol. 3

The Department of English in Lund: Working Papers in Linguistics is an annual volume produced by the English Department at Lund University in Sweden. Its main aim is to publicize research being carried out by staff and post-graduate students in the department, but we are also pleased to include contributions from members of neighbouring departments and universities. The contributions in volume 3

The Natural Philosophy of Emanuel Swedenborg : A Study in the Conceptual Metaphors of the Mechanistic World-View

Although Emanuel Swedenborg (1688–1772) is commonly known for his spiritual philosophy, his early career was focused unnatural science. During this period, Swedenborg thought of the world was like a gigantic machine, following the laws of mechanics and geometry. This volume analyzes this mechanistic worldview from the cognitive perspective, by means of a study of the metaphors in Swedenborg’s text

Assignment of solutions to cases: Comments on Bentham and the formal theory of legislative action

The chapter starts from Bentham’s idea of an ideal code to be constructed ab origine, grounded on natural and universal principles. Lindahl maintains that Bentham had great confidence in the future role of logic, but that deontic logic is too narrow to do justice to the richness of Bentham’s ideas. The paper outlines how a formal theory of legislative action can be constructed for a rational “Bent

Sound reduction in double walls at low frequencies - A parametric study

The sound transmission in double walls at low frequencies is studied using a detailed geometric model, based on FEM. The model simulates the experiments carried out to determine the sound reduction index of the wall. The wall properties effect on the sound transmission loss is investigated and also how the sound reduction is affected by the dimensions of the connecting rooms.

How fast are the two-dimensional gaussian waves?

For a stationary two-dimensional random field evolving in time, we derive the intensity distributions of appropriately defined velocities of crossing contours. The results are based on a generalization of the Rice formula. The theory can be applied to practical problems where evolving random fields are considered to be adequate models. We study dynamical aspects of deep sea waves by applying the d