Abstract: This text aims to explain what topology, at present, has to say about a few of the many
moduli spaces that are currently under study in mathematics.
The most prominent one is the moduli spaceMg of all Riemann surfaces of genus g. Other
examples include the Gromov�Witten moduli space of pseudo-holomorphic curves in a symplectic
background, the moduli space of graphs andWaldhausen�s algebraic K-theory of spaces.
Publication Year: 2006
Publication Date: 2006-01-01
Language: en
Type: article
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Cited By Count: 4
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