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A Bernoulli distributed random variable is employed to characterize uncertain observations phenomenon.
This work deals with the problem of optimal residual generation for fault detection (FD) in linear discrete time-varying (LDTV) systems subject to uncertain observations.
This paper is concerned with the event-based robust state estimation problem for discrete time-varying system with uncertain observations and randomly occurring uncertainties.
This paper proposes recursive least-squares (RLS) filtering and fixed-point smoothing algorithms with uncertain observations in linear discrete-time stochastic systems.
This paper deals with the problem of H∞ fixed-lag smoothing for linear discrete time-varying systems with uncertain observations and l2-norm bounded noise.
Revisiting the episode highlights many challenges for modern, contemporary decision making under conditions of considerable uncertainty, and suggests the BBN is a suitable framework for marshalling multiple, uncertain observations, model results and interpretations.
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The notion of an uncertain observation is further generalized to that of a complex observation.
This way, an uncertain observation implicitly defines a finite set of observations in the traditional sense.
While the mechanisms underlying these favorable treatment effects remain uncertain, these observations are consonant with other reports using less frequent monitoring and are therapeutically reassuring.
Data supporting circadian bifurcation as the cause of mania do not extend beyond the seminal observation of a bifurcated melatonin excretion pattern in one study of manics and some support among other scattered and uncertain clinical observations.
Although the date of composition is uncertain — the observation that "here in Florence, if you're not in with the ruling party... you can't even get a dog to bark at you" describes a long-term quandary — we know that the play was first put on in 1520, in a production so successful that Pope Leo X ordered a command performance at the papal court later that year.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com