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Learning of Doppler Tolerant Radar Detectors for Noise Waveforms
This work analyzes neural network learning as it pertains to noise waveform radar detectors. The concept of noise waveform radar is explored, and the core issue of Doppler tolerance is addressed.
Kyle P. Wensell +4 more
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Detection of Frequency-Hopped Waveforms Embedded in Interference Waveforms with Noise
2007 IEEE International Conference on Communications, 2007Bandwidth usage has become more complex such that it is not uncommon that multiple signals of appreciable power may be present within the same bandwidth. The presence of multiple signals in addition to additive white Gaussian (AWGN) increases the difficulty of detecting frequency-hopped (FH) waveforms.
Weber, John +4 more
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Noise reduction by multiplicative waveforms decomposition
Seventh International Symposium on Signal Processing and Its Applications, 2003. Proceedings., 2003This paper introduces a novel multiplicative noise reduction method based on a particular association of structural and statistical analysis. The structural analysis is performed by a new, multiplicative matching pursuit decomposition (MMPD), that decomposes images containing the intrinsic variation into a nonlinear expansion of waveforms selected from
Amina Serir, Boualem Sansal
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Continuous - Emission Noise Radar: Design Criteria and Waveforms
The exploitation of the main advantages of Noise Radar Technology (NRT) and the possible solution of relevant problems are considered in this paper, with special attention to Continuous-Emission Noise-Radar (CE NR) architecture and to the waveforms ...
Christoph Wasserzier +2 more
exaly +3 more sources
Detection of subspace waveforms in subspace interference and noise
2000 IEEE International Conference on Acoustics, Speech, and Signal Processing. Proceedings (Cat. No.00CH37100), 2002The natural models of multi-access communication and modern radar and sonar systems involve infinite-dimensional waveform spaces. A common problem in these systems is the detection of subspace signals measured in the presence of subspace interference and broadband noise.
John A. Gubner, Louis L. Scharf
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Noise waveforms with repetitive phase and nonrepetitive amplitude
Optics Letters, 2002By use of frequency-shifted feedback lasers, noise with a stationary amplitude and a periodically stationary phase is generated. The ensemble-averaged time correlation function is periodic, whereas the power spectrum is broadband, resulting in a waveform that does not obey the Wiener-Khintchine relations.
Frank V, Kowalski +3 more
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Waveform recognition in the presence of domain and amplitude noise
IEEE Transactions on Information Theory, 1997Summary: In this paper, we discuss the problem of recognizing single-dimensional, real-valued, functions in the presence of domain noise (i.e., noise that affects the domain rather than the amplitude). This problem is inspired by the field of on-line character recognition where it is more natural to view the hand as deforming the domain of the ...
Mohamad A. Akra, Sanjoy K. Mitter
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Decomposition in noise and periodic signal waveforms in waveform interpolation
The Journal of the Acoustical Society of America, 1997A method of coding a speech signal is described. In accordance with the method, a plurality of sets of indexed parameters are generated based on samples of the speech signal. Each set of indexed parameters corresponds to a waveform characterizing the speech signal at a discrete point in time.
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A program to smooth the noise on experimental waveforms
Nuclear Instruments and Methods, 1967Abstract A method is presented to smooth a noisy waveform by introducing a correlation between adjacent channels dependent of the channel number.
I. De Lotto, S. Osnaghi
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Adaptive Noise Waveform Design for Radar
2009 IEEE 13th Digital Signal Processing Workshop and 5th IEEE Signal Processing Education Workshop, 2009This paper introduces an adaptive radar waveform technique where a standard LFM waveform is used as an initial seed. The seed waveform is changed using a phase-only adaptive technique to minimize the resulting waveform's power in specific areas associated with in-band and adjacent-band spectral regions.
Michael L. Picciolo +2 more
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