In this project, the fusion potential of the reversed-field pinch fusion configuration is studied by means of non-linear simulation code studies. In particular, confinement improvement by current
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Rigorous mathematical treatment of Euclidean versions of quantum mechanics and quantum field theory, in particular geometric models. Modular invariance. Analysis of integrability of diffusion
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In this project we combine analytic and numeric methods to develop new computation tools for strongly correlated fermion systems such as the two-dimensional Hubbard model. We have also studied exactly
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We study analytic and spectral properties of geometric differential operators on Riemannian and Lorentzian manifolds. Of particular interest is the first order Dirac operator. Applications in
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This project is joint with V. A. Yakubovich, St. Petersburg, Russia. The aim is to control a linear discrete-time control system affected by additive harmonic disturbances with known frequencies but
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Collaboration with two groups at Karolinska Institutet, Stockholm: 1. Time - frequency analysis of signals from EEG measurements with Professor Tom Brismar at Neurophysiology, KS. 2. Image analysis in
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