A note on the holomorphic invariants of Tian-Zhu (Q1428803)
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| Language | Label | Description | Also known as |
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| English | A note on the holomorphic invariants of Tian-Zhu |
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A note on the holomorphic invariants of Tian-Zhu (English)
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18 May 2004
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One obtains an explicit formula of the form \[ F_X(v)= -(n- d+ 1)^{n-1} d\Biggl(k+ \sum^n_{i=0} v^i {\partial\log\sigma(X)\over\partial X^i}\Biggr) \] for the Tian-Zhu invariants in the case of hypersurfaces \(M\subset \mathbb C \mathbb P^n\).
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Kähler manifold
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Kähler-Ricci soliton
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Futaki invariant
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Tian-Zhu invariant
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Kähler-Einstein metric
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Chern class
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smooth hypersurface
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holomorphic invariant
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