The Möbius strip is one of the most famous objects in mathematics. Discovered in 1858 by two German mathematicians—August Ferdinand Möbius and Johann Benedict Listing—the Möbius strip is a ...

You have most likely encountered one-sided objects hundreds of times in your daily life – like the universal symbol for recycling, found printed on the backs of aluminum cans and plastic bottles. This ...

Any attempt to better understand Möbius strips is bound to run into some kinks. The twisted loops are so strange that mathematicians have struggled to answer some basic questions about them. For ...

The Möbius strip, with its fascinating structure, was first discovered by August Ferdinand Möbius and Johann Benedict Listing in 1858 1. Interestingly, in his review paper on Möbius molecules, Herges ...

Obtaining structurally uniform nanocarbons in order to properly relate structure and function, ideally as single molecules, is a great challenge in the field of nanocarbon science. Thus, the ...

A new molecule takes an unexpected turn. Scientists created half-Möbius molecules, similar to the Möbius strips common in math classes, but half as twisty. It’s a type of topology, or geometrical ...

Your guides to the weird side of the web explore the fascinating geometry of Möbius bagels alongside a diverse collection of peculiar internet discoveries and unique online resources.

Light is an unusually rich carrier of information. Its direction of travel, wavelength, and polarization can all be used to encode signals or images. Yet controlling these properties independently ...

We should all be encouraged to play with our food ...

In 1977, two mathematicians created a conjecture that proposed the minimum size a paper strip needed to be in order to form an embedded strip. Although they proposed an aspect ration of 1.73 (or √3), ...

A team has synthesized a belt-shaped molecular nanocarbon with a twisted Möbius band topology, i.e., a Möbius carbon nanobelt. Obtaining structurally uniform nanocarbons -- ideally as single molecules ...