Sentence examples for inputs can only from inspiring English sources

It is known that reasonable estimations of unknown inputs can only be derived using high observer gains.

And IFM,int for HXK1 is just 1.36 bits that is, three ranges of inputs can only be distinguished with some associated error.

Through the analysis of the effect of different spacing of natural frequencies, it is found that a single input can only control one of the three modes of the closely spaced natural frequencies and the modal damping ratios of the rest close modes will approach zero.

Because the buffer needs to be filled first, an input can only be matched properly to the models stored in a dance figure/music database after the performance of the first complete dance figure.

All the methods which can handle multiple sequences without any structure input can only capture motifs whose occurrences are necessarily contiguous subsequences.

Since a neuron can sense odours only after olfactory receptor choice is made, sensory input can only change the number of neurons for each receptor by causing neurons to switch to a different receptor or by altering the lifespan of neurons expressing a given olfactory receptor.

However, the s-polarized input light can only induce one peak among surface plasmon resonance places, which comes from the coupling between the core-guided mode and the fundamental SPP mode around the central hole surface.

The flow of information in this input-output system can only be understood by tracking where and when local signaling activities are induced.

This work deals with a facility location problem in which location and allocation (transportation) policy is defined in two stages such that a first-stage solution should be robust against the possible realizations (scenarios) of the input data that can only be revealed in a second stage.

(2.9) In practical applications, the input data g can only be measured, so we actually have the measured data function (g^{delta}(cdot)) which belongs to (L^{2}[0,r_{0};r^{2} ]) and satisfies biglVert g-g^{delta}bigrVert ledelta, (2.10) where (delta>0) denotes the noise level.

Thus redundant inputs can be removed, and only essential aspects of the data are preserved [2].