Samadi Saed | Department Of Electrical And Computer Engineering Concordia University
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概要
- SAMADI Saedの詳細を見る
- 同名の論文著者
- Department Of Electrical And Computer Engineering Concordia Universityの論文著者
関連著者
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SAMADI Saed
Department of Electrical Engineering, K. N. T. University of Technology
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Samadi Saed
Department Of Electrical And Computer Engineering Concordia University
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NISHIHARA Akinori
Center for Research and Development of Educational Technology, Tokyo Institute of Technology
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Nishihara Akinori
Center For Research And Development Of Educational Technology Tokyo Institute Of Technology
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Nishihara A
Tokyo Inst. Technol. Tokyo Jpn
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FUJII Nobuo
Faculty of Engineering, Tokyo Institute of Technology
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Samadi Saed
Department Of Electrical Engineering K. N. T. University Of Technology
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Fujii Nobuo
Faculty Of Engineering Tokyo Institute Of Technology
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NISHIHARA Akinori
Faculty of Engineering, Tokyo Institute of Technology
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Swamy M.
Department Of Electrical And Computer Engineering Concordia University
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Samadi Saed
Concordia Univ. Quebec Can
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AHMAD M.
Department of Electrical and Computer Engineering, Concordia University
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MOLLAIYAN Kaveh
Department of Electrical and Computer Engineering, Concordia University
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Swamy M.
Department Of Chemical Pathology School Of Medical Sciences Health Campus Universiti Sains Malaysia
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Mollaiyan Kaveh
Department Of Electrical And Computer Engineering Concordia University
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Nishihara Akinori
Faculty Of Engineering Tokyo Institute Of Technology
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Ahmad M.
Department Of Electrical And Computer Engineering Concordia University
著作論文
- Modular Array Structures for Design and Multiplierless Realization of Two-Dimensional Linear Phase FIR Digital Filters
- Multiplierless Arrays for Realization of Lowpass and Highpass Linear Phase FIR Digital Filters (Special Section on Digital Signal Processing)
- Eigensignals of Downsamplers in Time and Transform Domains(Digital Signal Processing)
- Discrete Wirtinger-Type Inequalities for Gauging the Power of Sinusoids Buried in Noise
- Explicit Formula for Predictive FIR Filters and Differentiators Using Hahn Orthogonal Polynomials(Papers Selected from the 21st Symposium on Signal Processing)