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What is Anamorphosis

Handbook of Research on Visual Computing and Emerging Geometrical Design Tools
Correspondence obtained by projecting from a projection center the points of a figure, belonging to a given plane, on a flat surface portion (but not orthogonal to the optical axis) or on a curved one. The result is a figure corresponding point to point to the original, but deformed respect to this. The correct view is possible from a single point of view (coincident with the center of projection), resulting rather distorted and incomprehensible when viewed from other locations. It was very popular in the XVI and XVII centuries.
Published in Chapter:
The Dynamic Eye: Anamorphosis and Beholder between XVI and XVII Centuries
Giuseppe D'Acunto (Università Iuav di Venezia, Italy)
DOI: 10.4018/978-1-5225-0029-2.ch016
Abstract
During the Sixteenth century, the studies about perspective reach an higher level of systematize, so high to open their field of action to geographical and astronomic representations: In the painting and ornamental art, especially, it start to use a different way of perspective technique more cunning and provocative, in agreement with the desire of contemporaneous artists and scientists to go beyond, across the limit of reality where ‘it shown only things that you can see' for a fresh look – physical and symbolic - to the Other from her- or himself, to a new and more exciting overlook in which “…the appearance eclipses the reality”. The more odd and bizarre aspects of the perspective rules' turn into the aim of research, where its interior laws are taken to an extreme level and are employed to verify the expressive prospect of the same technique, beyond any restitution of realistic appearance to the represented subject, organic or not. It is so the time of anamorphosis.
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More Results
Caramuel's “Architectura Obliqua”: Investigating an Ancient Treatise in the Digital Age
In geometry, correspondence obtained by projecting from a center the points of a figure, belonging to a given plane, on a flat surface portion (but not orthogonal to the optical axis) or on a curved one. The result is a figure corresponding point to point to the original, but deformed respect to this. The correct view is possible from a single point of view (coincident with the center of projection), resulting rather distorted and incomprehensible when viewed from other locations. It was very popular in the XVI and XVII centuries.
Full Text Chapter Download: US $37.50 Add to Cart
Visualisation of Mathematical Thinking
A distorted visualisation.
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