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The point with the modified wheel graph, the 2nd image on this wikipage, is that removing a spoke and connecting the alternate diagonal makes it a graph of faithful dimension 3. This might simply be better illustrated by showing two different wheel graphs, e.g. W7 (dim 2) and W4 (dim 3). I'd edit it
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It isn't clear what those wheel graph images are supposed to illustrate. I don't think the second one is technically a wheel graph. A wheel graph seems to only have a central node and some nodes "around it" connected in a ring and each connected to the central node. Also, the skewed perspective of
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ok... I think I now understand the examples. The additional line on the 2nd image confused me into thinking that was an edge, but it is not. It is a "fold" to make that outer node not unit distance from the center node. I'd suggest dotting that fold-line instead or adding more text to clarify.
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the images is strange. I suggest deleted both and/or replacing with "flat perspective" wheel graph images like those on
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This article was (as the invisible tag at the top of this tak page indicates) created by translating the fr:wikipedia article
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I ought now to edit disambiguation pages such as the one for "dimension"; but real life has just summoned me away.
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myself, but this is a new area of math for me, so I want to make sure I understand everything correctly first.
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Knowledge. If you would like to participate, please visit the project page, where you can join
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does not admit such a representation in a space of dimension less than 3
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