A characterization for totally real submanifolds using self-adjoint differential operator
Keyword(s):
<abstract><p>In this article, we study totally real submanifolds in Kaehler product manifold with constant scalar curvature using self-adjoint differential operator $ \Box $. Under this setup, we obtain a characterization result. Moreover, we discuss $ \delta- $invariant properties of such submanifolds and get an obstruction result as an application of the inequality derived. The results in the article are supported by non-trivial examples.</p></abstract>
1999 ◽
Vol 22
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pp. 205-208
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2018 ◽
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pp. 141
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Vol 16
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pp. 1950039
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