Editing Seifert conjecture (section)

==References==
{{reflist}}
*{{cite arXiv |eprint=math/0110047 |last1=Ginzburg |first1=Viktor L. |last2=Gurel |first2=Basak Z. |title=A C<sup>2</sup>-smooth counterexample to the Hamiltonian Seifert conjecture in R<sup>4</sup> |date=2001 }}
*{{cite journal|first=Jenny|last= Harrison|authorlink=Jenny Harrison|title=  <math>C^2</math> counterexamples to the Seifert conjecture|journal=[[Topology (journal)| Topology]] | volume=  27  |year=1988|issue= 3|pages= 249–278|doi=10.1016/0040-9383(88)90009-2|mr=0963630|doi-access=}}
*{{cite journal|first=Greg|last=Kuperberg|authorlink=Greg Kuperberg|title=A volume-preserving counterexample to the Seifert conjecture|journal= [[Commentarii Mathematici Helvetici]] |volume= 71  |year=1996|issue= 1|pages= 70–97|doi=10.1007/BF02566410|mr=1371679|arxiv=alg-geom/9405012|s2cid=18212778 }}
*{{cite journal|first1=Greg|last1=Kuperberg|authorlink1=Greg Kuperberg |first2=Krystyna|last2= Kuperberg|authorlink2=Krystyna Kuperberg|title=Generalized counterexamples to the Seifert conjecture|journal=[[Annals of Mathematics]] |series=Second series |volume=  143  |year=1996|number= 3|pages= 547–576|mr=1394969|doi=10.2307/2118536|jstor=2118536 |arxiv=math/9802040|s2cid=16309410 }}
*{{cite journal|first=Krystyna|last= Kuperberg|authorlink=Krystyna Kuperberg|title=A smooth counterexample to the Seifert conjecture|journal=[[Annals of Mathematics]] |series=Second series |volume=140 |year=1994|number=3|pages= 723–732|mr=1307902|doi=10.2307/2118623|jstor= 2118623}}
*{{cite journal |jstor=1971077 |last1=Schweitzer |first1=Paul A. |title=Counterexamples to the Seifert Conjecture and Opening Closed Leaves of Foliations |journal=Annals of Mathematics |date=1974 |volume=100 |issue=2 |pages=386–400 |doi=10.2307/1971077 }}
*{{cite journal |jstor=2032372 |last1=Seifert |first1=Herbert |title=Closed Integral Curves in 3-Space and Isotopic Two-Dimensional Deformations |journal=Proceedings of the American Mathematical Society |date=1950 |volume=1 |issue=3 |pages=287–302 |doi=10.2307/2032372 }}