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A tesseract is a four-dimensional object, therefore it is impossible to fully portray in three dimensions. However, there are several methods for limited portrayals of tesseracts: a three-dimensional shadow can be shown (just like a 'normal' shadow is 2D of a 3D object); a two-dimension or three-dimension projection can be constructed with the fourth dimension shown at 45° angles to the Z-dimension (in this way two parallel cubes are drawn with each similar vertex connected by a line); or the fourth dimension can be assumed to be time, and an animation of three-dimension projection altering as it rotates around itself.

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What is a tesseract?

A tesseract is a four dimensional extension of a cube. To simply visualize a tesseract, you can draw one cube inside another cube, and connect the vertices of those two with diagonal lines. Tesseracts cannot be measured by length, width, and height alone. An entirely new dimension must be introduced, so it is very difficult to conceptualize it. Any cube higher than three dimensions is called a hypercube. It can't exist in our three-dimensional Universe, but it's an important concept, as computers perform calculations all the time in such dimensions. Kinda like the imaginary number i. Oh, and, there infinite numbers of cells (three dimensional objects) whose dimensions axbxc are all less than the axbxcxd dimensions of a tesseract To see a picture of a tesseract and learn more, follow the links below


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