1994
DOI: 10.1109/78.286957
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Signal processing applications of oblique projection operators

Abstract: Oblique projection operators are used to project measurements onto a low-rank subspace along a direction that is oblique to the subspace. They may be used to enhance signals while nulling interferences. In this paper, we give several basic results for oblique projections, including formulas for constructing oblique projections with desired range and null space. We analyze the algebra and geometry of oblique projections in order to understand their properties. We then show how oblique projections can be used to… Show more

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Cited by 402 publications
(302 citation statements)
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“…A useful geometric approach to the problem of estimation in the presence of subspace interference has been described in Behrens and Scharf (1994) and serves as the basis of our analysis. The maximum likelihood estimate of h is written as…”
Section: Estimation Efficiencymentioning
confidence: 99%
“…A useful geometric approach to the problem of estimation in the presence of subspace interference has been described in Behrens and Scharf (1994) and serves as the basis of our analysis. The maximum likelihood estimate of h is written as…”
Section: Estimation Efficiencymentioning
confidence: 99%
“…In this case, oblique projector [28,29] has been introduced. Contrary to the orthogonal projection is idempotent and Hermitian, the oblique one is idempotent and not Hermitian.…”
Section: Bsementioning
confidence: 99%
“…Based on the previous researches, this paper discusses the uncorrelated characteristic between echoes and jamming based the "thumbtack" feature of LFM signal in FRFT domain [5]. Finally, build an oblique projection operator according to [6] and [7] to suppress the jamming. With the application of the oblique projection, jamming suppression can be processed instantaneously.…”
Section: Introductionmentioning
confidence: 99%