CHARACTERISTIC CLASSES OF VECTOR BUNDLES ON A REAL ALGEBRAIC VARIETY

V. A. Krasnov
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引用次数: 49

Abstract

For a vector bundle on a real algebraic variety , the author studies the connections between the characteristic classes It is proved that for -varieties the equality implies the congruence . Sufficient conditions are found also for the converse to hold; this requires the construction of new characteristic classes . The results are applied to study the topology of .
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实代数变量上向量束的特征类
对于实代数变簇上的向量束,研究了特征类之间的联系,证明了在-变簇上相等意味着同余。我们还找到了反命题成立的充分条件;这就需要构建新的特征类。并将所得结果应用于拓扑结构的研究。
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