Ritabrata Munshi

The circle method and bounds for L-functions---II: Subconvexity for twists of GL(3) L-functions

Let

RATIONAL POINTS ON SINGULAR INTERSECTIONS OF QUADRICS

\pi

Pairs of quadrics in 11 variables

be a

Bounds for twisted symmetric square L-functions—III

{\rm SL}(3,\Bbb{Z})

On quadratic families of CM elliptic curves

Hecke-Maass cusp form. Let

On mean values and non-vanishing of derivatives of L-functions in a nonlinear family

\chi=\chi_1\chi_2

DENSITY OF POSITIVE RANK FIBERS IN ELLIPTIC FIBRATIONS, II

be a Dirichlet character with

A Note on Burgess Bound

\chi_i

The circle method and bounds for L-functions - I

primitive modulo

The circle method and bounds for -functions—III: -aspect subconvexity for (3) -functions

M_i