A pr 2 00 4 Schemes over F 1
نویسنده
چکیده
The approach of Kurokawa, Ochiai, and Wakayama to ‘absolute mathematics’ is used to develop a theory of schemes over F1. It turns out that the functor GLn is represented by a scheme and that its value on F1 gives the Weyl group.
منابع مشابه
2 1 A pr 2 00 4 Schemes over F 1 Anton
The approach of Kurokawa, Ochiai, and Wakayama to ‘absolute mathematics’ is used to develop a theory of schemes over F1. It turns out that the functor GLn is represented by a scheme and that its value on F1 gives the Weyl group.
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The approach of Kurokawa, Ochiai, and Wakayama to ‘absolute mathematics’ is used to develop a theory of schemes over F1. It turns out that the functor GLn is represented by a scheme and that its value on F1 gives the Weyl group.
متن کامل2 9 A pr 2 00 4 Schemes over F 1
The approach of Kurokawa, Ochiai, and Wakayama to ‘absolute mathematics’ is used to develop a theory of schemes over F1. It turns out that the functor GLn is represented by a scheme and that its value on F1 gives the Weyl group.
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Let X be a variety defined over an algebraically closed field k of characteristic zero. The mth jet scheme Xm of X is a scheme whose closed points over x ∈ X are morphisms OX,x −→ k[t]/(t ). When X is a smooth variety, this is an affine bundle over X, of dimension (m + 1) dim X. The space of arcs X∞ of X is the projective limit X∞ = proj limmXm. Our main result is a proof of the following theor...
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تاریخ انتشار 2004