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Free Metaplectic Wigner Distribution: Definition and Heisenberg’s Uncertainty Principles
IEEE Transactions on Information Theory, 2023Zhi-Chao Zhang, Dong Li, Yangfan He
exaly
Imaging two-dimensional generalized Wigner crystals
Nature, 2021Hongyuan Li, Shaowei Li, Emma C Regan
exaly
Wigner distribution associated with the symplectic coordinates transformation
Signal Processing, 2023Zhi-Chao Zhang, Yangfan He
exaly
Wind turbine fault diagnosis based on Morlet wavelet transformation and Wigner-Ville distribution
Renewable Energy, 2010Wenyi Liu
exaly
2009
In 1932 Wigner introduced a distribution function in mechanics that permitted a description of mechanical phenomena in a phase space. Such a Wigner distribution was introduced in optics by Dolin and Walther in the sixties, to relate partial coherence to radiometry. A few years later, the Wigner distribution was introduced in optics again (especially in
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In 1932 Wigner introduced a distribution function in mechanics that permitted a description of mechanical phenomena in a phase space. Such a Wigner distribution was introduced in optics by Dolin and Walther in the sixties, to relate partial coherence to radiometry. A few years later, the Wigner distribution was introduced in optics again (especially in
openaire +1 more source
Unified Wigner–Ville distribution and ambiguity function in the linear canonical transform domain
Signal Processing, 2015Zhi-Chao Zhang
exaly