B. Sahu

most citedRankin-Cohen Brackets and van der Pol-Type Identities for the Ramanujan's Tau Function

3 citations · 3 across the 2 of their papers we have counts for

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math.NT2008

Rankin's method and Jacobi forms of several variables

B. Ramakrishnan, Brundaban Sahu

Following Rankin's method, D. Zagier computed the $n$ -th Rankin-Cohen bracket of a modular form $g$ of weight $k_{1}$ with the Eisenstein series of weight $k_{2}$ and then computed the…

math.NT2007★ 3 cited

Rankin-Cohen Brackets and van der Pol-Type Identities for the Ramanujan's Tau Function

B. Ramakrishnan, Brundaban Sahu

We use Rankin-Cohen brackets for modular forms and quasimodular forms to give a different proof of the results obtained by D. Lanphier and D. Niebur on the van der Pol type identit…