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・ Spectral centroid
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・ Spectral concentration problem
・ Spectral correlation density
・ Spectral Database for Organic Compounds
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Spectral estimation of multidimensional signals
・ Spectral evidence
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・ Spectral flatness
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・ Spectral Gene
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Spectral estimation of multidimensional signals : ウィキペディア英語版
Spectral estimation of multidimensional signals

Power spectral estimation forms the basis for distinguishing and tracking signals in the presence of noise and extracting information from available data. One dimensional signals are expressed in terms of a single domain while multidimensional signals are represented in wave vector and frequency spectrum. Therefore, spectral estimation in the case of multidimensional signals gets a bit tricky.
==Motivation==
Multidimensional spectral estimation has gained popularity because of its application in fields like medicine, aerospace, sonar, radar, bio informatics and geophysics. In the recent past, a number of methods have been suggested to design models with finite parameters to estimate the power spectrum of multidimensional signals. In this article, we will be looking into the basics of methods used to estimate the power spectrum of multidimensional signals.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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