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The method presented is illustrated with a numerical example.
Both theoretical results and numerical experiments show that the method presented is efficient and robust.
The method presented is suitable for stabilizing a set of plants that are not necessarily related.
The method presented is based on the analysis of a quartz crystal microbalance signal.
Both theoretical results and numerical experiments show that the method presented is efficient.
Experimental tests have been done and the method presented is evaluated by the experimental results.
The method presented is a novel procedure for prediction of total resistance.
The method presented is computationally efficient, and orders of magnitude faster than conventional approaches.
The SGC method presented is very useful and convenient to assess the hazardous risks of chemicals.
The method presented is based on the representation of affine LPV descriptor systems where parameters evolve in a hypercube domain.
From these tests, we concluded that the method presented is able to perform the tasks for which it was designed.
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