Abstract:

Examples of early image weaves created with finite geometric sequences in history; It is seen in mosaic art, floor tiles and weaving techniques. Especially in the first half of the 19th century, Joseph Marie Jacquard's use of template cards in weaving looms formed the basis of the digital infrastructure and digital image of computer technologies. Today, digital image; It is formed by the finite array of square-shaped points (pixels) in the two-dimensional plane (x, y). This finite mosaicing creates a raster image in digital geometry and causes geometric breaks in low number of sequences (resolution) and disrupts the objective integrity of the image. In the light of this information; The subject of this research is to compare the qualitative and quantitative differences in the image pattern formed by the "truncated quadrille" double-uniform derivative of the square form and the "truncated quadrille" of the Euclidean semi-regular mosaics group in digital geometry, that is, the "kisquadrille" formed by the tetrakis square "4.8.8" form.

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