Reconstruction of the Wigner transform of a rotationally symmetric two-dimensional beam from the Wigner transform of the beam's one-dimensional sample.

Reconstruction of the Wigner transform of a rotationally symmetric two-dimensional beam from the Wigner transform of the beam's one-dimensional sample. Research Abstract Details 

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Reconstruction of the Wigner transform of a rotationally symmetric two-dimensional beam from the Wigner transform of the beam's one-dimensional sample. Abstract Text:

G S Agarwal,R Simon,

A coherent rotationally symmetric two-dimensional beam is essentially one-dimensional in content: It is fully determined by the one-dimensional sample along a diagonal of the circularly symmetric field distribution in a transverse plane. The linear transform that reconstructs the four-dimensional Wigner distribution of the full two-dimensional beam from the two-dimensional Wigner distribution of the one-dimensional sample is presented.

Reconstruction of the Wigner transform of a rotationally symmetric two-dimensional beam from the Wigner transform of the beam's one-dimensional sample. Publishing Authors By Initials

GS Agarwal,R Simon,

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Reconstruction of the Wigner transform of a rotationally symmetric two-dimensional beam from the Wigner transform of the beam's one-dimensional sample. Journal Published:

PUBLICATION TYPE: Journal Article

Journal: Optics letters

VOLUME: 25

Page Numbers: 1379-81

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ISSN: 0146-9592

DAY: 15

MONTH: Sep

YEAR: 2000

Reconstruction of the Wigner transform of a rotationally symmetric two-dimensional beam from the Wigner transform of the beam's one-dimensional sample. Information

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LANGUAGE: eng

NlmUniqueID: 7708433

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Country: United States

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MEDLINETA: Opt Lett

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