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Subset designs are studied for their robustness to missing observations in different experimental regions.
Polymersomes, vesicles self-assembled from amphiphilic block copolymers, are well known for their robustness and for their broad applicability.
In general, spread spectrum techniques are used for their robustness to narrowband interference and also to establish secure communications.
Geared squirrel-cage induction generators are well-known for their robustness, simplicity, light weight and low cost.
Higher-order statistics (HOS) are well known for their robustness to additive Gaussian noise and ability to preserve phase.
Prized for their robustness, and the fact that the stuff usually gets better with age, Bordeaux vintages have seen stunning increases in prices over the past decade.
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While the amount of the resulting ambiguity is negligible for the main application of Abadie et al. (Am J Polit Sci 59 495 510, 2015), we find it to be substantial for several of their robustness analyses.
Here, we propose a suite of novel methods for analyzing the dynamics of (internally perturbed) metabolic networks and for quantifying their robustness with limited knowledge of kinetic parameters.
On the other hand, testing phylogenomic methods with these special conditionings also allows for testing their robustness and more general applicability.
These problems increase the need to test new designs for their fault robustness.
Metal supported Solid Oxide Fuel Cells (MS-SOFCs) have attracted considerable interest for their increased robustness and tolerance to redox and thermal cycling and their cheaper production costs.
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