Abstract
The curious single continuous surface named after astronomer and mathematician August Ferdinand Möbius has only one side and one edge. But it was only in the past century that attention in mathematics was drawn to studies of hyper- and fractal dimensions. As Vesna Petresin and Laurent-Paul Robert show, the Möbius strip has a great potential as an architectural form, but we can also use its dynamics to reveal the mechanisms of our perception (or rather, its deceptions as in the case of optical illusions) in an augmented space-time.
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