PROJECTIVE STRUCTURES, FLAT BUNDLES, AND KÄHLER METRICS ON MODULI SPACES

PROJECTIVE STRUCTURES, FLAT BUNDLES, AND KÄHLER METRICS ON MODULI SPACES
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模空间上的射影结构、平丛和凯勒度量

DOI:
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发表时间:
1988
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通讯作者:
N. V. Ivanov
N. V. Ivanov
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文献类型:
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作者:
N. V. Ivanov

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本文主要讨论Zoetan和Takhtadzhyan最近发现的Schwarzian微分方程的辅助参数与Teichmuller空间上Weil-Petersson度量之间的联系的几何和拓扑方面的问题。此外,它表明,有一个类似的效果,在理论的平坦bundle。参考书目:23标题。
This paper deals mainly with the geometrical and topological aspects of the connection recently discovered by Zograf and Takhtadzhyan between the accessory parameters of Schwarzian differential equations and the Weil-Petersson metric on Teichmuller space. In addition it is shown that there is an analogous effect in the theory for flat bundles.Bibliography: 23 titles.