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However, for string theory to be mathematically consistent, the strings must be in a universe of ten [[dimension]]s. This opposes our perception of the universe to have four dimensions: three space dimensions (height, width, and length) and one time dimension. String theorists explained the fact that only 4 dimensions are perceived, as opposed to ten, by saying that the extra six dimensions were "curled up" to be so small that they could not be observed day-to-day. The technical term for this is ''[[Compactification (physics)|compactification]].'' Physicists speculated that the compactified dimensions took the shape of mathematical objects called [[Calabi–Yau manifold]]s.
Speaking at the string theory conference at the University of Southern California in 1995, [[Edward Witten]] of the [[Institute for Advanced Study]] [[second superstring revolution|suggested that]] the five different versions of string theory might be describing the same thing seen from different perspectives.<ref>{{Cite web |url=http://physics.usc.edu/Strings95/program.html |title=University of Southern California, Los Angeles, Future Perspectives in String Theory, March 13-18, 1995, E. Witten: Some problems of strong and weak coupling |access-date=2017-04-08 |archive-date=2020-11-15 |archive-url=https://web.archive.org/web/20201115210233/http://physics.usc.edu/Strings95/program.html |url-status=live }}</ref> He proposed a unifying theory called "[[M-theory]]", which brought all of the string theories together. It did this by asserting that strings are really one-dimensional slices of a two-dimensional membrane vibrating in 11-dimensional [[spacetime]]. According to Witten, the ''M'' could stand for "magic", "mystery", "matrix", or "membrane" according to taste, and the true meaning of the title should be decided when a better understanding of the theory is discovered.<ref>{{cite journal |last=Duff |first=Michael |date=1996 |author-link=Michael Duff (physicist) |title=M-theory (the theory formerly known as strings) |journal=International Journal of Modern Physics A |volume=11 |issue=32 |pages=6523–41 |bibcode=1996IJMPA..11.5623D |doi=10.1142/S0217751X96002583 |arxiv = hep-th/9608117 |s2cid=17432791 }}</ref>
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