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A lower threshold bound can be set as a precautionary measure by empirically estimating the GFP-negative signal across several images.
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Here we show that this approach can be adapted to multi-mode radiography, with energy integrating detectors, and that the Cramér Rao lower bound can be used to choose an optimal set of inspection modes a priori.
The error bound can be arbitrarily set by assigning the corresponding dynamics to the sliding surfaces when the desired state is not an equilibrium point.
Note that a tighter upper bound can be derived if the set ω i is known in advance.
The lower bound λ _ can be set to a small suitable constant.
However, this bound can be large (with respect to the simulated set of particles) for the algorithm of Lemma 1.
This bound can be derived from the half-duplex cut-set bound in [52].
The construction of an invariant set in which such a bound can be satisfied is described.
Hunter's bound can be calculated from relatively simple statistics that are readily learned from a small set of PSMs (about 5000 PSMs).
Then it is shown that every number of sets of cardinality three between the lower and the upper bound can be realized.
Thus, the union bound can be evaluated to be (8).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com