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The Euler number of a $C^*$-invariant subvariety in $P^n$
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math.AGmath.AT
keywords
eulernumberprojectiveboundedcarrellconjecturedembeddedequivariantly
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abstract
In this note we show that the Euler number of a projective variety $C^*$-equivariantly embedded into a projective space $P^n$ is bounded by $n+1$, as conjectured by Carrell and Sommese.
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