Titlebook: Hardy Inequalities on Homogeneous Groups; 100 Years of Hardy I Michael Ruzhansky,Durvudkhan Suragan Book‘‘‘‘‘‘‘‘ 2019 The Editor(s) (if app

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Michael Ruzhansky,Durvudkhan SuraganShaw, particularly her performances . (1998), . (2009) and . (2013), in order to illuminate the ways that Shaw disrupts the specific identity position of “old woman” and offers a multifaceted performance of the old, female body. The chapter engages concepts of “intersection” (Crenshaw 1988), and “in

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Michael Ruzhansky,Durvudkhan Suraganse issues, the mothers’ age and ageing processes offer a sharp contrast to the youth, freedoms and courtships of their daughters. At least in part, ageing mothers conflicted with their daughters because their own ageing processes brought about physical, social and psychological changes which altered

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Michael Ruzhansky,Durvudkhan Suraganations within the βAPP gene cause early onset familial AD (FAD) by affecting Aβ generation. Interestingly, the much more abundant mutations within the presenilin (PS) genes also result in the abnormal generation of a 42 residue Aβ (Aβ42), thus clearly supporting a pivotal role of Aβ for the patholog

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which may cause similar symptoms. Structural imaging can detect atrophic changes which are largely non-specific and provide little diagnostic information in single patients. Increasing atrophy upon repeated measurement is much more specific to AD. Functional imaging can demonstrate regional alterat

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Chapter 1 Analysis on Homogeneous Groups,tion of topics which will be playing a role in the subsequent analysis. Thus, we first discuss relevant properties of general Lie groups and algebras and then concentrate on properties of homogeneous groups required for our further analysis. Lastly, we introduce the notion of the Euler operator on h

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Chapter 4 Fractional Hardy Inequalities,ng and we will be providing relevant references in the sequel. For a general survey of fractional Laplacians in the Euclidean setting see, e.g., [Gar17]. However, as usual, the general approach based on homogeneous groups allows one to get insights also in the Abelian case, for example, from the poi

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,Chapter 7 Hardy–Rellich Inequalities and Fundamental Solutions,iscussed in the beginning of Chapter 6. The literature on inequalities with such weights is rather substantial. Apart from describing new results and methods we will be making relevant references to the results existing in the earlier literature.

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