Meromorphic quasi-modular forms and their \(L\)-functions (Q2167508)

The paper under review concerns structure of meromorphic quasi-modular forms and their \(L\)-functions. Firstly, the authors give a decomposition of spaces of quasi-modular forms. And then they generalize the Rankin-Cohen bracket to meromorphic modular forms. Lastly, they define their \(L\)-functions by using multiple techniques of regularized integral. Finally, explicit formulas for the \(L\)-functions are given.