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| File Information |
| Description |
Program is a random pc execution. Is an idea to builder of 3D systems with use of the colors. Program build a 3D color spacetime 19x19x19. Range color is 0-300. There is an arrangement of 361 points of each figure: horizontal and vertical arrangement: 19 figures are all orderly. There is an arrangement of 19 figures: 1° figure is near black, 19° figures is near white. We’ve obtained an orderly 3D color spacetime where each point is a triple point: rgb. Program selection of 3 points are 9 numbers: 3 reds, 3 greens, 3 blues. Three points are 3 output-figures: 9 numbers and 3 figures are 3 colors, are 3 points. Program build 3 vectors: red vector, green vector and blue vector. In this case 3 output figures are 9 numbers, are 3 colors but are only one point rgb because 3 reds are 1 red and 3 greens are 1 green and 3 blues are 1 blue. Software is a color-demonstration of formula 3=1. If 3 colors (first color red, second color green, third color blue) are a triple dimensional system then combination of 3 colors is a color of the 4° dimension. With 3 numbers (3 colors) we’ve a point-color. With 9 numbers we’ve a triple point. With 12 numbers we’ve a quadruple point, a line, where 3D is base (point of start line) and line’s length is 1D. We stay working in 4D. From 9 numbers we are arrive to 3 numbers + zero where 3 numbers are double and zero is triple; triple zero is diagonal of a 3x3 matrix. |
| Acknowledgements |
This submission has inspired the following:
House Triple Point
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| MATLAB release |
MATLAB 6.1 (R12.1)
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