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- Penrose_transform abstract "In mathematical physics, the Penrose transform, introduced by Roger Penrose (1967, 1968, 1969), is a complex analogue of the Radon transform that relates massless fields on spacetime to cohomology of sheaves on complex projective space. The projective space in question is the twistor space, a geometrical space naturally associated to the original spacetime, and the twistor transform is also geometrically natural in the sense of integral geometry. The Penrose transform is a major component of classical twistor theory.".
- Penrose_transform wikiPageExternalLink s1.
- Penrose_transform wikiPageExternalLink s1.
- Penrose_transform wikiPageExternalLink bookstore?fn=20&arg1=conmseries&ikey=CONM-154.
- Penrose_transform wikiPageExternalLink david.pdf.
- Penrose_transform wikiPageID "11764848".
- Penrose_transform wikiPageRevisionID "601794084".
- Penrose_transform authorlink "Roger Penrose".
- Penrose_transform first "M.G.".
- Penrose_transform first "Roger".
- Penrose_transform hasPhotoCollection Penrose_transform.
- Penrose_transform id "P/p120100".
- Penrose_transform last "Eastwood".
- Penrose_transform last "Penrose".
- Penrose_transform year "1967".
- Penrose_transform year "1968".
- Penrose_transform year "1969".
- Penrose_transform subject Category:Integral_geometry.
- Penrose_transform comment "In mathematical physics, the Penrose transform, introduced by Roger Penrose (1967, 1968, 1969), is a complex analogue of the Radon transform that relates massless fields on spacetime to cohomology of sheaves on complex projective space. The projective space in question is the twistor space, a geometrical space naturally associated to the original spacetime, and the twistor transform is also geometrically natural in the sense of integral geometry.".
- Penrose_transform label "Penrose transform".
- Penrose_transform sameAs m.02rrj4z.
- Penrose_transform sameAs Q7164655.
- Penrose_transform sameAs Q7164655.
- Penrose_transform wasDerivedFrom Penrose_transform?oldid=601794084.
- Penrose_transform isPrimaryTopicOf Penrose_transform.