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Limit Formulas for Non-Modular Eisenstein Series (pp. 127-132) $45.00
Authors:  Robin Chapman
Abstract:
We study Eisenstein series Ek with k ≥ 3 odd. These are not modular forms and Ek(−1/τ)− τkE2(τ) does not vanish identically. We obtain an explicit formula for the limit of Ek(−1/τ)− τkE2(τ) as τ approaches a positive rational number, generalizing recent work of Kurokawa. 


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Limit Formulas for Non-Modular Eisenstein Series (pp. 127-132)