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The monodromy property for
K
3 surfaces allowing a triple-point-free model
Annelies Kristien J Jaspers
Department of Mathematical Sciences
SCIENCE PhD theses
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Dive into the research topics of 'The monodromy property for
K
3 surfaces allowing a triple-point-free model'. Together they form a unique fingerprint.
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Mathematics
Algebraically closed
7%
Calabi-Yau
18%
Chain
18%
Class
2%
Cohomology
13%
Degeneration
43%
Eigenvalue
4%
Fiber
13%
Form
3%
K3 Surfaces
83%
Model
23%
Monodromy
76%
Pole
28%
Triple Point
100%