In this paper, we present a novel array processing technique for co-channel interference reduction for TDMA based mobile satellite communication systems using linear block codes. This technique combines least squares ...
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In this paper, we present a novel array processing technique for co-channel interference reduction for TDMA based mobile satellite communication systems using linear block codes. This technique combines least squares projection with syndrome detection (LSPSD) to compute the optimum multi-antenna linear receiver for a signal of interest (SOI) encoded with a linear block coding scheme. The algorithm is shown to reduce co-channel interference and to improve bit error rate performance. Further, we show that the algorithm achieves SNR improvement by coherently adding multipath components of the SOI.
This paper presents a new multiple-exchange ascent algorithm for designing optimal Chebyshev digital FIR filters with arbitrary magnitude and phase specifications. Compared to existing Chebyshev design techniques, the...
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This paper presents a new multiple-exchange ascent algorithm for designing optimal Chebyshev digital FIR filters with arbitrary magnitude and phase specifications. Compared to existing Chebyshev design techniques, the new design algorithm exhibits faster convergence while maintaining high accuracy, and is guaranteed to converge to the optimal solution. In addition, the proposed algorithm reduces to the classic second Remez (Parks-McClellan) algorithm when real-only or imaginary-only filters are designed and is, therefore, a true generalization of the classic Remez algorithm to the complex case.
This paper is concerned with reducing the rank of the adaptive weight vector in radar array signalprocessing. The motivation for reducing the rank is that modern space-time processing requires many more weights than ...
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This paper presents a new lossless compression algorithm for computer animation image sequences. The algorithm uses transformation information available in the animation script and floating point depth and object numb...
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The signalprocessing Instructional Facility (SPIF Lab) is an experiment in using in interactive multimedia for teaching concepts related to linear systems theory and signalprocessing. The goals of the SPIF lab are t...
The signalprocessing Instructional Facility (SPIF Lab) is an experiment in using in interactive multimedia for teaching concepts related to linear systems theory and signalprocessing. The goals of the SPIF lab are to augment, enhance, and interconnect sophomore, junior, and senior level courses with the common thread of linear systems and transforms by unifying the experimentation medium. In this fashion, physical phenomenon is returned to the forefront of engineering education. The laboratory features powerful Mathematica Notebooks (a form of hypertext) and interactive applications that use dedicated DSP microprocessors.
The joint problem of target tracking and identification was discussed previously by the authors (1991), and a tracking/identification algorithm using an extended-Kalman-filter-based associative memory (EK-FAM) was dem...
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The joint problem of target tracking and identification was discussed previously by the authors (1991), and a tracking/identification algorithm using an extended-Kalman-filter-based associative memory (EK-FAM) was demonstrated through several examples. The convergence properties of the algorithm are discussed. Under the appropriate conditions, a contraction operator can be developed, using Banach space concepts that guarantee convergence of the algorithm.< >
<正>The joint problem of tracking and identification of a target from an airplane was discussed in[1].In this paper the problem is discussed using a different system structure which uses a neural *** assume that a s...
<正>The joint problem of tracking and identification of a target from an airplane was discussed in[1].In this paper the problem is discussed using a different system structure which uses a neural *** assume that a set of targets are distinguishable where indistinguishability between any two targets implies that their feature vectors are *** associative memory,which is implemented with an artificial neural network in a feedback loop,is developed as an *** the associative memory is presented with a feature vector it recalls the corresponding *** mathematical concepts in Hilbert space show that perfect identification is possible by using such an identifier in the noise free *** estimate is used to identify correct targets when targets are subject to certain conditions of noise corruption of the feature *** can combine this identifier with a modified extended Kalman filter to solve the combined target tracking and identification *** result of this technique is promising,and fast identification is *** demonstrate this technique through an example.
We investigate a robust estimation method for estimating frequencies of received signals. The received signals can be represented as a sum of sinusoidal signals and an additive noise process. The additive noise is ass...
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We investigate a robust estimation method for estimating frequencies of received signals. The received signals can be represented as a sum of sinusoidal signals and an additive noise process. The additive noise is assumed to be a mixture of a Gaussian and an outlier process. It is known that a robust estimate performs much better than conventional estimates such as least square estimates (LSE) or Gaussian maximum likelihood estimates (MLE-G), when the noise has a mixture distribution or when the observations have a low signal-to-noise ratio (SNR). Even a single outlier can cause large errors in conventional estimation methods because they are sensitive to minor deviations from the underlying assumptions. Among the family of robust estimates, we consider the M-estimate which is obtained by the minimization of a nonquadratic function of normalized residuals. The following are the topics considered in our paper. First, the influence function of a robust estimate is derived for time varying (sinusoidal) signals. Second, the variance of the robust estimate is derived through the influence function. It is found that the robust estimate attains the Cramer-Rao lower bound (CRLB) for the contaminated Gaussian distribution. It is of order O(N-3) and is close to the CRLB for the perfect Gaussian distribution. Finally, we introduce some basic definitions for the high resolution frequency estimation method and prove that the robust estimate has the high resolution property. This property is not possessed by estimation methods, such as autoregressive based methods.
A new statistically consistent frequency estimation method has been developed and presented using linear prediction (LP) method. The observed signal is assumed to be a sum of complex exponentials with white random noi...
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A new statistically consistent frequency estimation method has been developed and presented using linear prediction (LP) method. The observed signal is assumed to be a sum of complex exponentials with white random noise process. The number of complex exponentials is assumed to be known. A statistically consistent estimator is an estimator that converges to the true value as the number of observations increases to infinite. It is shown that conventional LP-based estimation methods such as Prony's method are not consistent statistically. It is also proved that the new estimation method provides statistically consistent estimates and performs better than Prony's estimation method. Numerical simulation is provided to confirm the performance of the new estimation method and its statistical consistency.< >
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