L(1/2, f⊗g) ≤ p^{1/2 - 1/524 + ε} for newforms f of prime level p with any nebentypus and fixed eigenforms g, improving the prior δ = 1/1413.
Trilinear forms with K loosterman fractions
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Level aspect subconvexity for $\textrm{GL(2)}\times \textrm{GL(2)}$ $\textrm{L}$-functions
L(1/2, f⊗g) ≤ p^{1/2 - 1/524 + ε} for newforms f of prime level p with any nebentypus and fixed eigenforms g, improving the prior δ = 1/1413.