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20142025
most citedTwistor spaces for supersingular K3 surfaces

16 citations · 35 across the 14 of their papers we have counts for

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Showing 2018Show all

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math.AG2018

Derived equivalences of twisted supersingular K3 surfaces

Daniel Bragg

We study the derived categories of twisted supersingular K3 surfaces. We prove a derived crystalline Torelli theorem for twisted supersingular K3 surfaces, characterizing Fourier-M…

math.AG2018★ 16 cited

Twistor spaces for supersingular K3 surfaces

Daniel Bragg, Max Lieblich

We develop a theory of twistor spaces for supersingular K3 surfaces, extending the analogy between supersingular K3 surfaces and complex analytic K3 surfaces. Our twistor spaces ar…