Möbius Strip (German: Möbiusband), also referred to as the Möbius Ring or Möbius Band, is a topological structure that features a single surface and a single boundary. It was independently discovered in 1858 by German mathematician and astronomer August Ferdinand Möbius and Johann Benedict Listing. This unique structure can be effortlessly created by twisting a strip of paper halfway and then taping the ends together. In fact, there are two distinct mirror-image versions of the Möbius strip, which are geometrically symmetrical to one another. If the paper strip is twisted clockwise before being taped together, it forms a right-handed Möbius strip; the reverse process yields a left-handed Möbius strip.

The Möbius strip, also known as the Möbius ring or Möbius band, is a topological structure characterized by a single surface and a single boundary. It was independently discovered in 1858 by German mathematicians and astronomers August Ferdinand Möbius and Johann Benedict Listing. This remarkable structure can be easily constructed by giving a strip of paper a half-twist and then joining the ends together. In reality, there are two distinct mirror-image variations of the Möbius strip, each exhibiting perfect symmetry with respect to the other. When the paper strip is twisted clockwise before being glued together, it forms a right-handed Möbius strip; conversely, twisting it counterclockwise results in a left-handed Möbius strip.