This paper presents a comparison between model order reduction techniques. This comparison provides us a measure of the accuracy of the reduced system. By this comparison we come to know about the best method which can be used for model order reduction. In this paper we are also providing a comparison for stability of reduced system.

This paper studies the MOR cryptosystem, using the auto-morphism group of the extra-special p-group of exponent p, for an odd prime p. Similar results can be obtained for extra-special p-groups of exponent p 2 and for the even prime.

pyMOR is a free software library for model order reduction that includes both reduced basis and system-theoretic methods. All methods are implemented in terms of abstract vector operator interfaces, which allows direct integration pyMOR's algorithms with wide array external PDE solvers. In this contribution, we give brief overview the available experimentally compare them parametric instationar...

For an easy use of model reduction techniques in applications, software solutions are needed. In this paper, we describe the MORLAB, Model Order Reduction LABoratory, toolbox as efficient implementation for dense, medium-scale linear time-invariant systems. Giving introduction to underlying programming principles toolbox, show basic idea spectral splitting and present overview about implemented...

We present a powerful procedure for determining both the dominant dynamics of the inputoutput transfer and the corresponding most influential circuit parameters of a linear(ized) circuit. The procedure consists of several steps in which a specific (sub)problem is solved and its solution is used in the next step. We combine regression tools techniques and trade off analysis with recent technique...