A symmetric wideband ambiguity function is proposed, by recognizing the relationship between ambiguity functions and the theory of group representations.

A symmetrized version of the wideband ambiguity function is proposed, by observing the relationship between ambiguity functions and the theory of certain ...

Wide-band ambiguity functions and affine Wigner distributions · Contents. Signal Processing. Volume 41, Issue 3 · PREVIOUS ARTICLE. Optimal stack filters under ...

Specifically, any power class can be obtained from the affine class PC using such a warping. The structural equivalence of all power classes can be ...

Wide-band ambiguity functions and affine Wigner distributions. Ram, G. Shenoy; Thomas, W. Parks. Signal Processing 41(3): 339-363. ISSN: 0165-1684. 1995. DOI ...

We propose an "affine Wigner distribution", the analog of the Wigner distribution for the wideband-ambiguity func- ... the wide-band ambiguity function and the ...

We examine the affine Wigner distribution from a quantization perspective with an emphasis on the underlying group structure.

A symmetrized version of the wideband ambiguity function is proposed, by observing the relationship between ambiguity functions and the theory of certain groups ...

NASA/ADS · Comment on "Wide-band ambiguity functions and affine Wigner distributions", by R.G. Shenoy and T.W. Parks.

Aug 2, 2024 · Note also that the narrowband ambiguity function is related to the Wigner distribution, while the wideband ambiguity function does not enjoy the ...