Difference between revisions of "Integral imaging"

 
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'''Integral imaging''' is a method of imaging that captures or recreates a [[light field]] by using a [[lens array]] or pin-hole array. It involves capturing a lot of slightly different views onto one photographic surface.
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'''Integral imaging''' is a type of 3D imaging that captures or recreates a [[light field]] by using a [[lens array]] or pin-hole array.
  
When properly practiced, the result is stunning three dimensional imagery that coveys a realism matched only by museum-quality holograms.<ref name="k934">{{cite web | title=The History of Integral Print Methods | author=David E. Roberts and Trebor Smith|url=https://web.archive.org/web/20160805064102if_/http://lenticulartechnology.com/files/2014/02/Integral-History.pdf | access-date=2024-09-16}}</ref>
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It is used in [[integral photography]], which involves capturing a lot of slightly different views onto one photographic surface.
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It is related to [[lenticular]].
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When properly practiced, the result is three dimensional imagery that coveys a realism matched only by museum-quality holograms.<ref name="k934">{{cite web | title=The History of Integral Print Methods | author=David E. Roberts and Trebor Smith|url=https://web.archive.org/web/20160805064102if_/http://lenticulartechnology.com/files/2014/02/Integral-History.pdf | access-date=2024-09-16}}</ref>
  
 
Its inventor is [[Gabriel Lippman]].
 
Its inventor is [[Gabriel Lippman]].

Latest revision as of 02:24, 24 September 2024

Integral imaging is a type of 3D imaging that captures or recreates a light field by using a lens array or pin-hole array.

It is used in integral photography, which involves capturing a lot of slightly different views onto one photographic surface.

It is related to lenticular.

When properly practiced, the result is three dimensional imagery that coveys a realism matched only by museum-quality holograms.[1]

Its inventor is Gabriel Lippman.

It is the same as light field imaging.

A set of pinholes can be used instead of lenses. This technique was done by Eugène Estanave.[2]

Integral imaging uses the sampling effect.[1]

ReferencesEdit