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Either intentionally or unintentionally. Include location and sculptor, if known.

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    $\begingroup$ Coincidentally or not, an article on mathematical sculpture just came out in the AMS Notices: ams.org/notices/201007/rtx100700840p.pdf $\endgroup$ Jul 19 '10 at 13:24
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    $\begingroup$ There is absolutely no reason to close this beautiful (literally) question. $\endgroup$
    – Gil Kalai
    Nov 14 '13 at 21:13

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There are a few lying around Fine Hall in Princeton. One I think is "Five Disks: One Empty" by Alexander Calder.

There's also Marc Pelletier's "Polydodecahedron" which was gifted to JH Conway. http://www.princetonoccasion.org/quarkpark/pages_statements/Conway.html

There's also this big Obelisk in the common room (or did it get moved recently? I seem to remember its relocation when they redid the flooring). I had forgotten what it is actually called and what mathematics it is supposed to represent. Someone should edit this to add in the details.

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Credit to the photographer for this shot of Charles O. Perry's 'Solstice' in my downtown Tampa (a '2/3-twist triangular torus Mobius strip' according to him in this article about his work)

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I've always liked Robert Engman's sculptures

http://www.google.com/images?q=robert+engman+sculptor

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Miguel Berrocal.

http://www.berrocal.net/index_eng.html

I also remember a beautiful article by Martin Gardner on the mathematical aspects of his sculpture.

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George Green's windmill in Nottingham has a sculpture with a mill wheel with Green's Theorem carved into it.

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Sugimoto Hiroshi has made some beautiful mathematical surfaces. They are described in his book Conceptual Forms and also in his web site. I have seen some of them "live" in the museum island of Naoshima.

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Jane and John Kostick make many mathematically inspired sculptures some of which can be seen here: http://www.jjkostick.com/jjkostick/Welcome.html

For example, Jane made a coffee table whose base is a trefoil knot.

For two more examples of sculptures that Jane built, please see the December 2008 issue of the Girls' Angle Bulletin, which can be downloaded from: http://www.girlsangle.org/page/bulletin.html

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I think there are some sculptures by Helaman Ferguson on the campuses of Macalester College and the University of St. Thomas, both in St. Paul, Minnesota.

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Perhaps these are too small to count as sculptures, but there is quite a respectable collection of models of mathematical objects on display in the Mathematical Institute in Goettingen.

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Hyperboloids! Not necessarily a famous sculpture but very nice to look at. I have seen them everywhere from math classrooms to gardens!!

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Kryptos, Jim Sanborn, Langley Virginia USA

https://www.wired.com/2013/07/nsa-cracked-kryptos-before-cia/

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