The paper deals with the local structure of those $n$-dimensional $(ngeq 5)$ Riemannian manifolds of harmonic conformal curvature $(M,g)$ which are not conformally flat and admit a non-homothetic conformal change of metric $g mapstoar g$ such that $(M,ar g)$ is locally symmetric.
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机译：本文讨论了谐波保形曲率$（M，g）$的$ n $维$ {n geq 5）$ Riemann流形的局部结构，它们不是保形平坦的，并且允许度量的非同调保形变化$ g mapsto bar g $，这样$（M， bar g）$是局部对称的。
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