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broken link fixed, cf. https://meta.mathoverflow.net/q/5301/70594
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In the beginning of Section 5 in his articlearticle, Wentworth mentions a result of Bost and proves it using the spin-1 bosonization formula. This result provides a link between theta functions, canonical Green functions, and Faltings' delta invariant on a compact Riemann surface of positive genus.

Are there any other situations in physics which involve canonical Green functions on compact Riemann surfaces?

In the beginning of Section 5 in his article, Wentworth mentions a result of Bost and proves it using the spin-1 bosonization formula. This result provides a link between theta functions, canonical Green functions, and Faltings' delta invariant on a compact Riemann surface of positive genus.

Are there any other situations in physics which involve canonical Green functions on compact Riemann surfaces?

In the beginning of Section 5 in his article, Wentworth mentions a result of Bost and proves it using the spin-1 bosonization formula. This result provides a link between theta functions, canonical Green functions, and Faltings' delta invariant on a compact Riemann surface of positive genus.

Are there any other situations in physics which involve canonical Green functions on compact Riemann surfaces?

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JaP
JaP

Where do theta functions and canonical Green functions appear in physics

In the beginning of Section 5 in his article, Wentworth mentions a result of Bost and proves it using the spin-1 bosonization formula. This result provides a link between theta functions, canonical Green functions, and Faltings' delta invariant on a compact Riemann surface of positive genus.

Are there any other situations in physics which involve canonical Green functions on compact Riemann surfaces?