Pacific Journal of Mathematics, Volume 2Pacific Journal of Mathematics, 1952 - Electronic journals |
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Page 473
INTERSECTION THEORY FOR CYCLES OF AN ALGEBRAIC VARIETY I. BARSOTTI Introduction . For a number of years intersection theory represented one of the most debated subjects in the field of algebraic geometry ; also one of the main reasons ...
INTERSECTION THEORY FOR CYCLES OF AN ALGEBRAIC VARIETY I. BARSOTTI Introduction . For a number of years intersection theory represented one of the most debated subjects in the field of algebraic geometry ; also one of the main reasons ...
Page 474
... intersection of the varieties and 3. Then the number of those intersections of the varieties and 3 which approach P when 3 approaches 3 is , by definition , the intersection multiplicity of and 3 at P ; this number does not change if 3 ...
... intersection of the varieties and 3. Then the number of those intersections of the varieties and 3 which approach P when 3 approaches 3 is , by definition , the intersection multiplicity of and 3 at P ; this number does not change if 3 ...
Page 499
... intersection multiplicity of with 3 at V on S ; all the other notations and definitions concerning n 3 are extended likewise . With this definition it is easily proved that Theorem 3.1 remains true in general . As a matter of fact ...
... intersection multiplicity of with 3 at V on S ; all the other notations and definitions concerning n 3 are extended likewise . With this definition it is easily proved that Theorem 3.1 remains true in general . As a matter of fact ...
Contents
Richard Arens A generalization of normed rings 455 | 11 |
Carlitz Some theorems on Bernoulli numbers of higher order | 127 |
J W S Cassels On a paper of Niven and Zuckerman 555 | 141 |
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0-cycles A₁ Amer analytic assume b₁ b₂ Boolean bounded C₁ C₂ closed closed sets coefficients compact compact space complete component variety condition conjugate contains continuous continuous functions convergence convex COROLLARY countable cycles defined definition denote disjoint element equation equivalent exists extension factor algebra finite number follows formula function Hausdorff Hausdorff space Hence homomorphism hypothesis ideal implies inequality integral intersection irreducible latin squares Lemma linear locally compact mapping Math maximal metric space necessary and sufficient nontrivial obtain open sets operator orthogonal P₁ polynomial proof of Theorem properties prove pseudo-metric quadric quasi-convex respectively result Riemannian manifold row-latin squares satisfies semigroup sequence subalgebra subset Suppose Theorem topology transformation UNIVERSITY OF CALIFORNIA v₁ vector zero Σ Σ