Shifted convolution sum for the coefficients of symmetric square L -function

Key Points

• This work aims to analyze the shifted convolution sum of coefficients from the symmetric square L-function.
• Investigated the shifted convolution sum for coefficients of symmetric square L-functions.
• Focused on the range where the parameters fulfill H > N^{1/4}.
• Established a non-trivial bound for the shifted convolution sum.
• Demonstrated significant behavior for the coefficients of the symmetric square L-function under the specified conditions.