homographic
- adjective
- /ˌhoʊməˈɡræfɪk/
- Specialized
- A homographic mapping can convert one set of points into another in projective geometry.
Examples
-
Engineers applied a homographic correction to align the scanned document with the original layout.
-
The homographic transformation is essential in projective geometry.
-
The software uses homographic transformations to adjust the perspective of digital images.
-
In mathematics, a homographic function can be represented as a ratio of polynomials.
-
The software uses homographic transformations to adjust the perspective of digital images.
-
A homographic mapping can convert one set of points into another in projective geometry.
-
Engineers applied a homographic correction to align the scanned document with the original layout.
Synonyms
Relating to making images and showing them, for example in maths and psychology
Surface Forms
Morphology
homographic = homography (semi-transparent) = homo + graph + ic
The adjective is a regular formation from the technical noun 'homography', but the specialized mathematical sense limits immediate guessability.
Etymology
The word homographic comes from homo- 'same' and graph 'write', the same parts you see in autograph. A helpful way to remember the math meaning is to think of changing one picture so it 'matches' another, because a homographic transformation maps points so the two views line up.