Editing Hodge star operator (section)

== References ==
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* David Bleecker (1981) ''Gauge Theory and Variational Principles''. Addison-Wesley Publishing. {{isbn|0-201-10096-7}}. Chpt. 0 contains a condensed review of non-Riemannian differential geometry.
* {{cite book|author-last=Jost|author-first=Jürgen|author-link=Jürgen Jost|title=Riemannian Geometry and Geometric Analysis|date=2002|publisher=[[Springer Science+Business Media|Springer-Verlag]]|isbn=3-540-42627-2}}
* [[Charles W. Misner]], [[Kip S. Thorne]], [[John Archibald Wheeler]] (1970) ''Gravitation''. W.H. Freeman. {{isbn|0-7167-0344-0}}. A basic review of [[differential geometry]] in the special case of four-dimensional [[spacetime]].
* Steven Rosenberg (1997) ''The Laplacian on a Riemannian manifold''. Cambridge University Press. {{isbn|0-521-46831-0}}. An introduction to the [[heat equation]] and the [[Atiyah–Singer theorem]].
* [https://sites.science.oregonstate.edu/~tevian/onid/Courses/MTH434/2009/dual.pdf Tevian Dray (1999) ''The Hodge Dual Operator'']. A thorough overview of the definition and properties of the Hodge star operator.
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{{DEFAULTSORT:Hodge Dual}}
[[Category:Differential forms]]
[[Category:Riemannian geometry]]
[[Category:Duality theories]]
[[Category:Differential operators]]