Dağlı, M. C. 2022. Some novel identities for analogues of Dedekind sums, Hurwitz zeta-function and general Kloosterman sum. Acta Mathematica Hungarica , vol.168, no.2 , 373-385.

Dağlı, M. C., (2022). Some novel identities for analogues of Dedekind sums, Hurwitz zeta-function and general Kloosterman sum. Acta Mathematica Hungarica , vol.168, no.2, 373-385.

Dağlı, MUHAMMET. "Some novel identities for analogues of Dedekind sums, Hurwitz zeta-function and general Kloosterman sum," Acta Mathematica Hungarica , vol.168, no.2, 373-385, 2022

Dağlı, MUHAMMET C. . "Some novel identities for analogues of Dedekind sums, Hurwitz zeta-function and general Kloosterman sum." Acta Mathematica Hungarica , vol.168, no.2, pp.373-385, 2022

Dağlı, M. C. (2022) . "Some novel identities for analogues of Dedekind sums, Hurwitz zeta-function and general Kloosterman sum." Acta Mathematica Hungarica , vol.168, no.2, pp.373-385.

@article{article, author={MUHAMMET CİHAT DAĞLI}, title={Some novel identities for analogues of Dedekind sums, Hurwitz zeta-function and general Kloosterman sum}, journal={Acta Mathematica Hungarica}, year=2022, pages={373-385} }