Pages that link to "Item:Q5112806"

The following pages link to THE FOURIER COEFFICIENTS OF Θ‐SERIES IN ARITHMETIC PROGRESSIONS (Q5112806):

Displaying 12 items.

• The Fourier coefficients of the McKay-Thompson series and the traces of CM values (Q680055) (← links)
• Shifted convolution sums of \(\mathrm{GL}(m)\) cusp forms with \(\Theta\)-series (Q2052845) (← links)
• Jutila's circle method and \(\mathrm{GL}(2) \times \mathrm{GL}(2)\) shifted convolution sums (Q2079506) (← links)
• Discrete mean square of the coefficients of triple product \(L\)-functions over certain sparse sequence (Q2088655) (← links)
• The average behaviour of Hecke eigenvalues over certain sparse sequence of positive integers (Q2093687) (← links)
• Fourier coefficients of sextic theta series (Q2796024) (← links)
• (Q3152853) (← links)
• (Q5148285) (← links)
• A quadratic form with prime variables associated with Hecke eigenvalues of a cusp form (Q5878444) (← links)
• On higher moments of Dirichlet coefficients attached to symmetric square \(L\)-functions over certain sparse sequence (Q6142699) (← links)
• On higher moments of Dirichlet coefficients attached to symmetric power \(L\)-functions over certain sequences of positive integers (Q6542799) (← links)
• The circle method and shifted convolution sums involving the divisor function (Q6556211) (← links)