Titlebook: L-Functions and Automorphic Forms; LAF, Heidelberg, Feb Jan Hendrik Bruinier,Winfried Kohnen Conference proceedings 2017 Springer Internati

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Ho Chung Siu,Kannan Soundararajanchological Association (APA), the APA specialty guidelines, the Association for Family and Conciliation Courts (AFCC), and various other professional associations. Issues covered include an understanding of Daubert and Frye, communication and confidentiality. In addition, the chapter discusses recor

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Michael Woodburyhat somewhere in one’s assessment similar data will be gathered from each main participant. Without this, meaningful comparisons are difficult if not impossible to make. Free-form interviews, for example, do not allow meaningful comparisons. This model guarantees that an evaluator will assess every

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On Scattering Constants of Congruence Subgroups,f the scattering function of Γ at these cusps. Scattering constants arise in Arakelov theory when establishing asymptotics for Arakelov invariants of the modular curve associated to Γ, as the level . tends to infinity. More precisely, in the known cases, scattering constants essentially contribute t

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,Critical Values of ,-Functions for ,,?×,, over a Totally Real Field,f Rankin–Selberg L-functions attached to pairs of automorphic representations on GL.?×GL.. This is a generalization and refinement of the results of Mahnkopf (J. Reine Angew. Math. 497:91–112, 1998) and Geroldinger (Ramanujan J. 38(3):641–682, 2015).

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Indecomposable Harish-Chandra Modules for Jacobi Groups,duct decomposition of universal enveloping algebras of Jacobi Lie algebras, which does not lift to the groups, allows us to study distinguished highest weight modules for the Heisenberg group. We encounter modified theta series as components of vector-valued Jacobi forms, whose arithmetic type is no