Rational points on intersections of cubic and quadric hypersurfaces

Abstract

We investigate the Hasse principle for complete intersections cut out by a quadric and cubic hypersurface defined over the rational numbers.

56 pages

Cited by in corpus (5)

• Representations of integers by systems of three quadratic forms
• Rational lines on cubic hypersurfaces
• A Mordell-Weil theorem for cubic hypersurfaces of high dimension
• Rational Points on the Intersection of Three Quadrics
• Equidistribution of values of linear forms on a cubic hypersurface