CORDIS Project
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This project explores enumerative invariants, which count curves in geometric spaces and are relevant in string theory. It aims to develop new tools and methods for comparing and calculating these invariants, enhancing understanding of their geometric significance.
This proposal concerns enumerative invariants.
These record the number of curves in a space X that have specified properties.
They carry a great deal of subtle information about the geometry of X, and they are also important in string theory, where the curves represent worldsheets of strings propagating in the spacetime X.The connection with string theory sheds great light on the structures formed by curve-counting invariants, and suggests that the different types of enumerative counting invari…
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