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7
by Perrin, Daniel
Published 2008
Springer London
Table of Contents: “...Affine algebraic sets -- Projective algebraic sets -- Sheaves and varieties -- Dimension -- Tangent...”
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8
Published 1978
Springer Berlin Heidelberg
Table of Contents: “...Defining algebraic intersections -- Genre des courbes de l'espace projectif -- Deformation...”
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9
Published 1991
Springer Berlin Heidelberg
Table of Contents: “... and their applications in projective geometry -- Linear irreducible lie algebras and hodge structures -- Ussr...”
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10
Published 1983
Springer Berlin Heidelberg
Table of Contents: “... representations p-adiques -- Class field theory and algebraic K-theory -- Geometrie microlocale -- Vanishing cycle...”
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11
Published 1981
Springer Berlin Heidelberg
Table of Contents: “... applications in algebraic geometry -- The dimension of an intersection in an ambient hypersurface -- Stable...”
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12
Published 1984
Springer Berlin Heidelberg
Table of Contents: “...Hyperplane sections and deformations -- Topologically trivial algebraic 2-vector bundles on ruled...”
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13
Published 1982
Springer Berlin Heidelberg
Table of Contents: “... isolees et sections planes de varietes determinantielles -- On the topology of complex algebraic maps...”
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14
Published 1983
Springer Berlin Heidelberg
Table of Contents: “...On the geometry of elliptic modular surfaces and representations of finite groups...”
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15
Published 1990
Springer Berlin Heidelberg
Table of Contents: “... surface -- Infinitesimal view of extending a hyperplane section - deformation theory and computer algebra...”
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16
Published 1979
Springer Berlin Heidelberg
Table of Contents: “...-folds -- Singularites Rationnelles Du Resultant -- On the classification of non-complete algebraic...”
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19
by Hartshorne, Robin
Published 1977
Springer New York
Table of Contents: “... Complex Analytic Space -- 2 Comparison of the Algebraic and Analytic Categories -- 3 When is a Compact...”
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20
Published 1990
Springer Netherlands
Table of Contents: “...2-Cocycles and Azumaya algebras under birational transformations of algebraic schemes -- Monads...”