Brieskorn manifold
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In mathematics, a Brieskorn manifold or Brieskorn–Phạm manifold, introduced by , is the intersection of a small sphere around the origin with the singular, complex hypersurface :x_1^+\cdots+x_n^=0 studied by . Brieskorn manifolds give examples of exotic spheres.


References

* * * This book describes Brieskorn's work relating exotic spheres to singularities of complex manifolds. *{{Citation , last=Pham, first=Frédéric, authorlink=Frédéric Pham , title=Formules de Picard-Lefschetz généralisées et ramification des intégrales , mr=0195868 , year=1965 , journal=
Bulletin de la Société Mathématique de France '' Bulletin de la Société Mathématique de France'' is a mathematics journal published quarterly by Société Mathématique de France. Founded in 1873, the journal publishes articles on mathematics. It publishes articles in French and English. ...
, issn=0037-9484 , volume=93 , pages=333–367, doi=10.24033/bsmf.1628 , doi-access=free Singularity theory