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Half integral weight Jacobi forms and periods¶of modular forms
manuscripta mathematica, 2001In [Abh. Math. Semin. Univ. Hamb. 16, 1-28 (1949; Zbl 0035.06004)], \textit{G. Bol} proved: Suppose \(r\in \mathbb{Z}\), \(r\geq 0\); then \[ D^{(r+1)} \Biggl\{(c\tau+d)^r F\biggl( \frac{a\tau+b}{c\tau+d} \biggr)\Biggr\}= (c\tau+d)^{-r-2} F^{(r+1)} \biggl( \frac{a\tau+b}{c\tau+d} \biggr), \] for \(ad-bc=1\) and any \(F\) defined on the complex plane \(\
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1982
In this chapter we develop the tools needed to describe the subgroup of H1(X(Γ);ℚ/ℤ) corresponding to the cuspidal group C(Γ).
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In this chapter we develop the tools needed to describe the subgroup of H1(X(Γ);ℚ/ℤ) corresponding to the cuspidal group C(Γ).
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A Study on Formative Feedback Categories for the Period for Integrated Studies
Noson Keikaku Gakkai Ronbunshu, 2021Masao Murota
exaly
The Food System during the Formative Period in West Mesoamerica1
Economic Botany, 2014Patricia Colunga-Garcíamarín +1 more
exaly
The Formative Period on the south coast of Peru: A critical review
Journal of World Prehistory, 1996Helaine Silverman, Silverman Helaine
exaly
Formative Period Obsidian Exchange along the Pacific Coast of Mesoamerica
Archaeometry, 2015Claire E Ebert, Douglas J Kennett
exaly

