Abstract
We prove the conjecture of Yui and Zagier concerning the factorization of the resultants of minimal polynomials of Weber class invariants. The novelty of our approach is to systematically express differences of certain Weber functions as products of Borcherds products.
Citation
Yingkun Li. Tonghai Yang. "On a conjecture of Yui and Zagier." Algebra Number Theory 14 (8) 2197 - 2238, 2020. https://doi.org/10.2140/ant.2020.14.2197
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