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First, we describe methods for systems with anisotropy along coordinate axes.
The paper also presents some more recent results on deterministic and probabilistic methods for systems with uncertainty.
We present new truly multidimensional schemes of higher order within the frame- work of finite volume evolution Galerkin (FVEG) methods for systems of nonlinear hyperbolic conservation laws.
Many numerical methods for systems of convection diffusion equations are based on an operator splitting formulation, where convective and diffusive forces are accounted for in separate substeps.
Results concerning extensions of Lyapunov and frequency domain methods for systems with aperiodic sampling are recalled, as they allow to derive constructive stability conditions.
SPR monitors molecular interactions in real time and provides significant advantages over optical or calorimetric methods for systems with strong binding and low spectroscopic signals or reaction heats.
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New technologies challenge our methods for system analysis and design.
The modelling and simulation toolset HAGGIS provides methods for system specification and formal risk analysis.
His research focuses on the combination of advanced statistics and stochastic methods for system modeling, diagnosis, and prognosis.
The application of the analytical redundancy based methods for system fault detection causes that their effectiveness depends on model quality.
In addition, simulations based on exergo-economic and exergy-cost-energy-mass (EXCEM) methods for system design are presented.
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