Sentence examples for performance synthesis from inspiring English sources
This paper addresses the robust performance synthesis problem for systems with positive-real or negative-imaginary uncertainty.
First, in order to obtain a numerical algorithm for the optimal solution, we apply randomized algorithms for average performance synthesis to approximate the optimal solution.
This work demonstrates that how experiments and computations can be combined to study composition-structure-property relationships of polymers to optimize the separated microphase structures of FPU for overall good balance among materials performance, synthesis costs, and environmental impacts.
The approach taken here is based on the input output relation of systems in the frequency-domain, which enables a less conservative yet numerically tractable solution to the robust performance synthesis.
To identify the components of the approach, we drew on a year-long evidence synthesis exercise on CHW performance, synthesis records, author consultations, documentation on large-scale CHW programmes published after the synthesis and other relevant literature.
It was anticipated that statistic results could improve understanding of performance-synthesis relationships of TFC membranes.
This paper introduces a framework mainly in the context of performance driven synthesis of asynchronous circuits including systems with choice using buffer insertion technique.
More precisely, we study the periodic robust performance controller synthesis problem, and discuss how the properties of noncausal LPTV scaling lead to the performance improvement when the period of the controller is increased.
CeO2 has also been reported to show remarkable performance for synthesis of acetol from glycerol [23].
An active 25 %Co/75 %Mn/30 wt.% TiO2 catalyst was prepared by co-precipitation method and it showed the highest performance for synthesis of light olefins in FTS.
In particular the authors stated that "the performance of synthesis appears to degrade sub-exponentially with the size of the components; and in vast majority of cases, it degrades polynomially with the number of components".
