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On Dimensions of Vector Spaces of Conformal Killing Forms
2014In this article there are found precise upper bounds of dimension of vector spaces of conformal Killing forms, closed and coclosed conformal Killing \(r\)-forms \((1\,{\le }\, r\,{\le }\, n {-} 1)\) on an \(n\)-dimensional manifold. It is proved that, in the case of \(n\)-dimensional closed Riemannian manifold, the vector space of conformal Killing \(r\
Sergey Stepanov +2 more
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