The Hasse Principle for Systems of Quadratic and Cubic Diagonal Equations
Journal article, 2017

Employing Brudern's and Wooley's new complification method, we establish an asymptotic Hasse principle for the number of solutions to a system of r(3) cubic and r(2) quadratic diagonal forms, where r3 > 2r2 > 0, in s > 6r3 + 143r2+ 1variables.

Author

Julia Brandes

Chalmers, Mathematical Sciences, Algebra and geometry

University of Gothenburg

Quarterly Journal of Mathematics

0033-5606 (ISSN) 1464-3847 (eISSN)

Vol. 68 3 831-850

Subject Categories

Mathematics

DOI

10.1093/qmath/haw059

More information

Created

10/11/2017