Surface bundle

{{Short description|Bundle in which the fiber is a surface}} {{Use dmy dates|date=April 2025}} {{One source|date=July 2025}}

In mathematics, a '''surface bundle'''<ref>{{cite web |last1=Salter |first1=Nick |last2=Tshishiku |first2=Bena |title=Surface bundles in topology, algebraic geometry, and group theory |url=https://nsalter.science.nd.edu/expository-notes/sbsurvey.pdf |website=nsalter.science.nd.edu |access-date=21 July 2025 |date=21 October 2019}}</ref> is a bundle in which the fiber is a surface. When the base space is a circle the total space is three-dimensional and is often called a surface bundle over the circle.

==See also== *Mapping torus

==References== {{Reflist}}

{{DEFAULTSORT:Surface Bundle}} Category:Geometric topology

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