There are of course many other examples, but those are the two most impressive I know. Common ones are that there must be no gaps between tiles, and that no corner of one tile can lie along the edge. Think of Robert Lang's Koi or Kamiya-san's Ryu Jin. Tessellation in two dimensions, also called planar tiling, is a topic in geometry that studies how shapes, known as tiles, can be arranged to fill a plane without any gaps, according to a given set of rules. Having said that, I do think that tessellations can enhance representational models. I have tried to explain that I love the beauty of the pattern, and that the model is finished - but it's just not for everyone. for adding scales and such to reptiles or fish. For him tessellations only seem to be a technique for enhancing representational models, e.g. He always asks me what I'm going to make with the tessellation. ![]() My partner doesn't quite see it like me, though. To me, they are pleasing to look at - can a pattern not be art enough? In the end, I think you can "even" love tessellations without ever having folded one.Īnd while I do like representational folds, I am also fascinated by tessellations. Hm, I'd say I've folded several tessellations, but I went for the "true love" option. In any case, I'm very happy to see more people exploring tessellations, and hopefully it brings some people into the origami world who might never have dabbled in it otherwise. I'm very fascinated in architecture and structural engineering, much more so than traditional origami, and I love how the two come together for me through a single sheet of paper. I think there's a lot of potential use for such techniques to be combined with upcoming newer methods of folding representational work, as seen with models by people like Kamiya, etc.įor me, folding tessellations is more about deforming/modeling a surface and an exploration of topology - not about math at all, but more about making structures and shapes from a plane, and the potential that such a surface holds. That being said, I find tessellations to be more of a means to an end, rather than entirely an end unto itself. ![]() The nice thing is that there's something for everyone, so we all can find an outlet for our creative impulses that satisfies us, even if it's not someone else's cup of tea. this is entirely a personal preference and of course others feel the same way about abstract geometric things. I've never really been interested in representational origami I find it very appealing, and quite attractive, but not something I have wanted to fold.
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