
Necker cube - Wikipedia
The Necker cube is an optical illusion that was first published as a rhomboid in 1832 by Swiss crystallographer Louis Albert Necker. [1] It is a simple wire-frame , two dimensional drawing of …
Cube de Necker — Wikipédia
Le cube de Necker est une image ambigüe provoquant une illusion d'optique, mentionnée pour la première fois avec un dessin en perspective cavalière d'un rhomboïde en 1832 par le …
Necker Cube - The Illusions Index
The Necker Cube Ambiguous Figure is named after its creator, Louis Albert Necker (1786-1861), who first published the illusion in the London and Edinburgh Philosophical Magazine and …
The Three-Dimensional Necker Cube - Oxford Academic
2017年6月15日 · Although less widely known than the popular two-dimensional version, the 3D Necker cube is a surprisingly rich model for psychophysical investigation.
Necker Cube - Michael Bach
Why does the Necker cube reverse? First we need to appreciate that the percept of a 3-dimensional wireframe cube is already an interpretation, which our brain performs on the 2 …
Necker cube - New World Encyclopedia
The Necker cube is an optical illusion that consists of a two dimensional representation of a three dimensional wire frame cube. It is one of several well-known figures that, for the viewer, flip …
Necker Cube -- from Wolfram MathWorld
2025年3月5日 · The necker cube is an illusion in which a two-dimensional drawing of an array of cubes appears to simultaneously protrude from and intrude into the page. A Necker cube …
Qu’est-ce que le cube de Necker - Choses à Savoir
Le cube de Necker est une illusion d’optique, le dessin ambigu d’un cube. Ses bords parallèles sont représentés avec des lignes parallèles sur le dessin. Et quand deux lignes se croisent, on …
The Necker Cube - University of British Columbia
In 1832, a Swiss crystallographer named Necker published pictures of an unusual cube that appeared to assume different orientations as one continued to look at it. This widely known …
Albert Necker (1786-1862) a justement constaté que lorsqu'on dessine un cube sur une feuille de papier (1), on peut interpréter ce cube de deux façons, en fonction des arêtes (ou des faces) …
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