The number of \(\mathbb{R}\mathbb{C}\)-singular points on a 4-dimensional real submanifold in a 5-dimensional complex manifold (Q1907404)
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scientific article; zbMATH DE number 846479
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The number of \(\mathbb{R}\mathbb{C}\)-singular points on a 4-dimensional real submanifold in a 5-dimensional complex manifold |
scientific article; zbMATH DE number 846479 |
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The number of \(\mathbb{R}\mathbb{C}\)-singular points on a 4-dimensional real submanifold in a 5-dimensional complex manifold (English)
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21 February 1996
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The author establishes a formula for counting the \(\mathbb{R}\mathbb{C}\)-singular points of a closed, oriented submanifold of real dimension \(k\) in a complex manifold of complex dimension \(n\). This is derived from a general result dealing with the comparison of some appropriate Chern classes.
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complex manifolds
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real submanifolds
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RC-singular points
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characteristic classes
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0.8873793
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0.86767375
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0.8557017
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0.8540841
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0.84686005
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0.84252703
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0.8404062
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0.84009594
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