دانلود کتاب A1-Algebraic Topology over a Field

فهرست مطالب :

Front Matter....Pages i-x
Introduction....Pages 1-13
Unramified Sheaves and Strongly $${\mathbb{A}}^{1}$$ -Invariant Sheaves....Pages 15-48
Unramified Milnor–Witt K-Theories....Pages 49-80
Geometric Versus Canonical Transfers....Pages 81-112
The Rost–Schmid Complex of a Strongly $${\mathbb{A}}^{1}$$ -Invariant Sheaf....Pages 113-148
$${\mathbb{A}}^{1}$$ -Homotopy Sheaves and $${\mathbb{A}}^{1}$$ -Homology Sheaves....Pages 149-175
$${\mathbb{A}}^{1}$$ -Coverings, $${\pi }_{1}^{{\mathbb{A}}^{1} }({\mathbb{P}}^{n})$$ and $${\pi }_{1}^{{\mathbb{A}}^{1} }(S{L}_{n})$$ ....Pages 177-197
$${\mathbb{A}}^{1}$$ -Homotopy and Algebraic Vector Bundles....Pages 199-207
The Affine B.G. Property for the Linear Groups and the Grassmanian....Pages 209-226
Back Matter....Pages 227-259