dot element image - definição. O que é dot element image. Significado, conceito
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O que (quem) é dot element image - definição

SINGLE-IMAGE STEREOGRAM DESIGNED TO CREATE THE VISUAL ILLUSION OF A THREE-DIMENSIONAL SCENE
Single Image Random Dot Stereogram; Rastergram; SIRDS; Single Image Stereogram; Single-image stereogram; Random dot autostereogram; Random-dot autostereogram; Wallpaper effect; Wallpaper illusion; Singleimage stereogram; Single image stereograms; Single-image stereograms; Singleimage stereograms; Single image stereograph; Single-image stereograph; Singleimage stereograph; Single image stereographs; Single-image stereographs; Singleimage stereographs; Single image stereography; Single-image stereography; Singleimage stereography; Autostereograms; Autostereograph; Autostereographs; Autostereographic; Autostereographically; Wallpaper autostereogram; Single-picture stereogram; Object array stereogram; Hidden image stereogram; Map textured stereogram; Single image random dot stereogram; Autostereogramme; Crossview
  • wall}} eyed vergence.
  • 10px]])
  • 10px
  • The revelation of the shark.

DOT (graph description language)         
  • An image that seems improperly rendered
  • A graph with attributes
  • A directed graph
  • An undirected graph
  • rendering]] of the example script using the tool <code>dotty</code>
  • Binary tree generated in Graphviz from a DOT description by an online [http://huffman.ooz.ie/ Huffman Tree generator]
FILE FORMAT
DOT Language; Dot language; DOT computer language; DOT Graph; Dot Graph; Dot graph; DOT graph; .gv; DOT language
DOT is a graph description language. DOT graphs are typically files with the filename extension gv or dot.
Dot distribution map         
  • Representative dot density map of Acres of Harvested Wheat in Illinois in 2012, using county-level aggregate data.
  • de Montizon's 1830 ''Carte Philosophique figurant la Population de la France'', the earliest known dot density map.
  • A one-to-one dot distribution map, identifying concentrations of homicides in Washington, D.C.
  • von Mentzer's 1859 dot density map of Sweden and Norway, probably the first fully-developed representative dot density map.
  • This one-to-one dot map shows the 1,300 immigrants from Germany and Switzerland in Salt Lake City, Utah in 1900 in black, compared to all 55,000 residents shown in gray. Note the blocks in which residents of the same household have been spread into distinct points using the "Grid" renderer in QGIS.
  • clusters]] of cholera cases in the London epidemic of 1854. The pump is located at the intersection of Broad Street and Little Windmill Street.
  • Shapter's 1849 map of the 1832-1834 Cholera outbreak in Exeter, with different symbols for cases in each year.
  • Valentine Seaman's map of the 1796 outbreak of [[yellow fever]] in New York City, showing disease cases by numbered dots that were analyzed in the text.
TYPE OF MAP
Dot Distribution Maps; Dot map
A dot distribution map (or a dot density map or simply a dot map) is a type of thematic map that uses a point symbol to visualize the geographic distribution of a large number of related phenomena. Dot maps are a type of unit visualizations that rely on a visual scatter to show spatial patterns, especially variances in density.
Element (mathematics)         
ANY ONE OF THE DISTINCT OBJECTS THAT MAKE UP A SET IN SET THEORY
Element (math); Element (set theory); ∈; ∉; Element (set); Set membership; ∋; Set element; Element (statistics); In (set); Element (group theory); Membership (set theory); ∊; ∍; ∌; Belongs to; Membership relation; Element of; /in
In mathematics, an element (or member) of a set is any one of the distinct objects that belong to that set.

Wikipédia

Autostereogram

An autostereogram is a two-dimensional (2D) image that can create the optical illusion of a three-dimensional (3D) scene. Autostereograms use only one image to accomplish the effect while normal stereograms require two. The 3D scene in an autostereogram is often unrecognizable until it is viewed properly, unlike typical stereograms. Viewing any kind of stereogram properly may cause the viewer to experience vergence-accommodation conflict.

The optical illusion of an autostereogram is one of depth perception and involves stereopsis: depth perception arising from the different perspective each eye has of a three-dimensional scene, called binocular parallax.

Individuals with disordered binocular vision and who cannot perceive depth may require a wiggle stereogram to achieve a similar effect.

The simplest type of autostereogram consists of a horizontally repeating pattern with small changes throughout that looks like wallpaper. When viewed with proper vergence, the repeating patterns appear to float above or below the background. The well-known Magic Eye books feature another type of autostereogram called a random dot autostereogram, similar to the first example, above. In this type of autostereogram, every pixel in the image is computed from a pattern strip and a depth map. A hidden 3D scene emerges when the image is viewed with the correct vergence.

Unlike normal stereograms, autostereograms do not require the use of a stereoscope. A stereoscope presents 2D images of the same object from slightly different angles to the left eye and the right eye, allowing us to reconstruct the original object via binocular disparity. When viewed with the proper vergence, an autostereogram does the same, the binocular disparity existing in adjacent parts of the repeating 2D patterns.

There are two ways an autostereogram can be viewed: wall-eyed and cross-eyed. Most autostereograms (including those in this article) are designed to be viewed in only one way, which is usually wall-eyed. Wall-eyed viewing requires that the two eyes adopt a relatively parallel angle, while cross-eyed viewing requires a relatively convergent angle. An image designed for wall-eyed viewing if viewed correctly will appear to pop out of the background, whereas if viewed cross-eyed it will instead appear as a cut-out behind the background and may be difficult to bring entirely into focus.