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Moment-method calculations of scattering by a square plate using singular basis functions and multipole expansions

The method of moments is used to solve electromagenetic boundary value problems numerically. It is known that the choice of basis functions is crucial for the numerical efficiency. Fast convergence is achieved provided the basis functions efficiently approximate the unknown function. In this paper the far field (incl. RCS) of a thin square conducting plate is calculated. Basis functions with corre

Constraints on prosodic phrasing in spontaneous speech

The present paper makes some preliminary hypotheses about the constraints on prosodic phrasing in spontaneous Swedish speech. Within Optimality Theory, linguistic phenomena such as prosodic phrasing are explained through the interaction of constraints (McCarthy & Prince 1993). One may assume that there are a number of constraints that interact to determine what prosodic form an utterance is as

Campylobacteriosis and salmonellosis in Sweden - an estimation of direct and indirect costs

This report is part of a project that aims at exploring whether the current allocation of resources for fighting the two illnesses campylobacteriosis and salmonellosis can be regarded as economically efficient in Sweden. When resources are allocated towards reducing a specific illness both costs (more administration, control etc. needed) and benefits (a reduction of the number of cases) emerge. An