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Descendent Bounds for Effective Divisors by Cuisine Gan is a document available to read on EtoBox.
What is Descendent Bounds for Effective Divisors about?
The document presents a calculation of lower bounds for the slope of effective divisors on the moduli space of curves M_g, establishing that the slope is at least g+4 for g ≥ 2. It utilizes descendent calculations and integrals involving the Hodge bundle and boundary divisors to derive these bounds. Additionally, the document discusses conjectures related to the slopes and acknowledges contributions from other researchers in the field.
- Author
- Cuisine Gan
- Language
- EN