The paper studies the congruence of bitangent lines on irreducible surfaces in P^3, emphasizing quartics with rational double points and Kummer surfaces in arbitrary characteristic.
Tikhomirov, Geometry of the Fano surface of a double P 3 branched in a quartic , Izv
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Bitangent surfaces and involutions of quartic surfaces
The paper studies the congruence of bitangent lines on irreducible surfaces in P^3, emphasizing quartics with rational double points and Kummer surfaces in arbitrary characteristic.