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In this paper, the factorization for filters with length Km of scaling functions into simple blocks is considered.
      
By using this new idea, the notion of interval valued (∈, ∈ ∨q)-fuzzy filters in BL-algebras which is a generalization of fuzzy filters of BL-algebras, is defined, and related properties are investigated.
      
According to Swapping technique, we develop two filters and convert dynamic parametric models into static ones to which the gradient update law is designed.
      
The proposed digital controller is implemented with a TMS320C32 DSP, including a series of parallel digital band-pass filters, phase shifters and amplifiers.
      
Multi-scale Kalman filters algorithm for GPS common-view observation data based on correlation structure of discrete wavelet coe
      
This algorithm first filters out redundant attributes by computing the Gini coefficient.
      
They cannot be suppressed completely by suitable filters.
      
Experiment results show that in wavelengths between 5 nm and 15 nm the contributions of the higher orders to the detector signal are restricted to less than 7% even without the use of filters.
      
In this method, an initial set of finite biorthogonal filters is modified by a lifting and dual lifting procedure alternately, and different lifting operators and dual lifting operators are obtained.
      
The experimental results show that the proposed solution provides better filtering performance and preserves better image chromaticity and edge or detail information compared with the traditional DDF and some other typical vector filters.
      
Prediction and interpolation accuracies are evaluated and compared with the least-squares filters.
      
Optimization of two filters under linear addition of output signals from filters, whose inputs are fed with identical time-varying signals, and time-varying disturbances is investigated.
      
This paper consists of two parts and deals with the solution of a number of problems of the parametric (nonadaptive and adaptive) synthesis of optimal filters in nonlinear dynamic systems under the action of white-noise disturbances on them.
      
Design of Reactive Filters with Regard for Instability of the Parameters of their Elements
      
Analysis and Design of Reactive Filters by Energy Criteria
      
Important properties of energy functions of classical filters are analyzed numerically and applied to elaborate new methods of designing reactive filters by energy criteria.
      
In many cases, these classes are described by constraints on perturbation norms and weight filters.
      
The methods of generalized variational calculus are applied to design a set of spectral-time filters consisting of a multiplier for multiplying the input process by a known reference voltage and a stationary filter.
      
The Effect of van der Waals' Forces on Aerosol Filtration with Fibrous Filters
      
The deposition of inertialess aerosol particles with a finite radius is investigated on fibrous filters under the effect of gravitational and molecular forces.
      
 

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