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Hyperspace Visual Extensions |
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Both Extension & Mirroring (a simultaneous reversal in direction) are properties exhibited visually by Hyperspace. |
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2D Center of a Hypersphere: Draw a circle A, divide into 8 equal sections, set compass to length of a (ie: a=distance from pt.5 to pt.2) eg: center compass at pt.5 and draw a semi-circular sweep between pt. 1&2, do the same sweep all the way around, between pts. 1&2,2&3,3&4,4&1. Then draw a circle with compass on original center x, with radius=a. The center of a hypersphere is displayed in the diagram above as the central shaded image. |
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This form shows the natural extension of the center (shaded) image, beyond the inner circle (B, radius=a) outwards to the outer circle A. Here extension can be seen as naturally arising from placing four equal circular cross sections within the limit of the original circle A. Also, mirror lines are now evident, from the placement of the inner circle B, where the central image is now mirrored past B. |
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EXTENSION: The universe is expanding (as evidenced by ‘redshift’ discovered by Hubble in the 1920’s, also the Hubble telescope (1998) the universe is not only expanding but accelerating.) Hyperspace, too, exhibits properties of expansion through visual extension. (Specifically see Hyperspace Gallery first painting) |
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Mirror Imaging: A visual (perceptual) 4D shift or movement appears instantaneous. Appears to divide regions of hyperspace. |
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2D center of a Hypersphere |
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Diagram 1 |
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Diagram 2 |
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Note: diagram 2 is just diagram 1 mirrored further to the right. |
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Diagram 3 |
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Diagram 4 |
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sightline |
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sightline |
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Visually extended Hyper Images: |
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-extended hypersphere |
