Pages that link to "Item:Q5315172"

The following pages link to A mean square formula for central values of twisted automorphic L-functions (Q5315172):

Displaying 20 items.

• Spectral average of central values of automorphic \(L\)-functions for holomorphic cusp forms on \(\mathrm{SO}_0(m,2)\). I (Q452377) (← links)
• Nonvanishing of the central \(L\)-values with large weight (Q887303) (← links)
• Twisted Hecke \(L\)-values and period polynomials (Q962999) (← links)
• On Riesz mean for the coefficients of twisted Rankin-Selberg \(L\)-functions (Q1396402) (← links)
• Nonvanishing of central \(L\)-values of Maass forms (Q1639645) (← links)
• The first moment of central values of symmetric square \(L\)-functions in the weight aspect (Q1656811) (← links)
• On central \(L\)-derivative values of automorphic forms (Q1745333) (← links)
• Moments of \(L\)-functions and the Liouville-Green method (Q2031670) (← links)
• Simultaneous non-vanishing of quadratic Dirichlet \(L\)-functions and twists of Hecke \(L\)-functions (Q2105846) (← links)
• Non-vanishing of Rankin-Selberg convolutions for Hilbert modular forms (Q2223501) (← links)
• Non-vanishing of the derivative of \(L\)-functions at the central point (Q2288304) (← links)
• On the random wave conjecture for dihedral Maaß forms (Q2309484) (← links)
• The first moment of central values of symmetric square $L$-functions of cusp forms (Q2966782) (← links)
• A formula for the central values of twisted $L$-functions derived from the Shimura correspondence (Q3298858) (← links)
• The second moment of Dirichlet twists of Hecke L-functions (Q3651106) (← links)
• On the first moment of the symmetric-square 𝐿-function (Q4908251) (← links)
• Moments of central 𝐿-values for Maass forms over imaginary quadratic fields (Q5067619) (← links)
• Non-vanishing of Maass form $L$-functions at the central point (Q5145506) (← links)
• Mean square estimate for twisted automorphic L-functions on weight aspect (Q5708727) (← links)
• Extreme values of L$L$‐functions of newforms (Q6123641) (← links)