A generating set for the canonical ideal of HKG-curves
Aristides Kontogeorgis, Ioannis Tsouknidas
TL;DR
This paper investigates the canonical ideal of HKG-curves, providing an explicit non-singular model and analyzing its properties within the framework of Petri's theorem.
Contribution
It introduces a generating set for the canonical ideal of HKG-curves and constructs explicit models satisfying Petri's theorem conditions.
Findings
Explicit non-singular model of HKG-curves provided
Generating set for the canonical ideal established
Analysis within Petri's theorem framework
Abstract
The canonical ideal for Harbater Katz Gabber covers satisfying the conditions of Petri's theorem is studied and an explicit non-singular model of the above curves is given.
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