We present a method to compute the geometric Picard rank of a K3 surface over Q. Contrary to a widely held belief, we show that it is possible to verify Picard rank 1 using reduction at a single prime. © 2011 by Mathematical Sciences Publishers.
CITATION STYLE
Elsenhans, A. S., & Jahnel, J. (2011). The picard group of a k3 surface and its reduction modulo ρ. Algebra and Number Theory, 5(8), 1027–1040. https://doi.org/10.2140/ant.2011.5.1027
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