It should minimize the effect of the singular error points using a set of constraints to improve overall performance.
Similarly, we let ∆P l) = 5.0 [nT2] for CM4; this is an ad hoc choice, considering the data set for CM4 as described in Section 4. We find that λ j are all significantly greater than the computed singular value errors (Fig. 1) and, hence, that they are significantly different from zero.
In fact, it can be safely said that since the Iranian revolution itself, the supposed experts and the politicians who listen to them have only pursued a singular track of error when dealing with Iran.
The purpose is to design a filter such that the filtering error singular system is regular, causal, asymptotically stable and strictly (Q,S,R -dissipative.
The purpose is the design of a linear robust H∞ filter such that the resulting filtering error singular system is regular, causal, and asymptotically stable with a H∞ norm bound.
On the basis of the bounded real lemma obtained, we propose the sufficient condition for the existence of reduced-order H∞ filters such that the delayed filtering error singular system is regular, causal, and stable with H∞ norm bound.
Based on the linear matrix inequality (LMI) approach, a full-order filter is designed to cope with the aforementioned information limitations such that the filtering error singular system is regular, impulse-free and exponentially stable, and has a prescribed H∞ performance as well.
This is while our algorithm only requires paraunitary matrices of order 3 for relative error of 0.035 with positive singular values and relative error of 2.45 × 10−6 with complex singular values.
The model identification methods in the design are the least squares error using QR decomposition and least squares error using singular value decomposition.
This paper presents hyper-singular a posteriori error estimates based on the hyper-singular integral equations.
