Develops a 2D delta symbol method for Kloosterman refinement of the circle method and applies it to asymptotic counts of integral points on non-singular intersections of two quadratic forms in >=10 variables (9 under GLH).
Arala, The analytic Hasse Principle for certain singu lar intersections of quadrics in P9
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A two-dimensional delta symbol method and its application to pairs of quadratic forms
Develops a 2D delta symbol method for Kloosterman refinement of the circle method and applies it to asymptotic counts of integral points on non-singular intersections of two quadratic forms in >=10 variables (9 under GLH).