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Student
Title
Supervisor
Faculty
Educational Programme
Final Grade
Year of Graduation
Evgeny Marshakov
Enriques Surfaces of Degree 16 and Pencils of Plane Cubic Curves
Mathematics
(Bachelor’s programme)
2016
In this paper we consder the Enriques surface of degree 16 and relate it with a rational elliptic surface, which is determined by a pencil of cubic curves on the projective plane. The base locus of this pencil determines 18 structures of an elliptic bundle on the Enriques surface.

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