Titlebook: Reframing the Role of Public Open Space; The Case of Cape Tow Miriam Bodino Book 2022 The Editor(s) (if applicable) and The Author(s), unde

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Learning from Cape Town Desegregation: Khayelitsha,in the previous chapters can be applied to a real case study: an ordinary space. As a result, the author extrapolates, from the evaluated project, some spatial principles that can be considered as a set of critical spatial lenses through which to reframe public space.

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Defining the Framework: Geographical Context,cribing the narrative of separation that became central as the urban-planning instrument during apartheid. The legacy of apartheid is then challenged in the comprehension of the term post-apartheid, where the almost utopian hope is to achieve desegregation in order to build the so-called ..

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Defining the Framework: The Theoretical Context,e theoretical context is being taken into account. The chapter is essentially divided in two parts. Firstly, the dichotomic approach between developed and developing counties is replaced by the analysis of the .. Telescopic narratives, such as global cities and megacities, are substituted by alterna

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Learning from Cape Town Desegregation: Khayelitsha, detailed study of one of the most disadvantaged areas of the city: Khayelitsha township. The author evaluates the flagship project of the City of Cape Town (CoCT), locally promoted as a . project for local and national public-space intervention: the Harare project by VPUU (Violence Prevention throu

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Conclusions,mporary cities like Cape Town. This chapter attempts to map the achievements of this work and set the stage for possible future investigation. This book deals with the attempt to reframe the role and the spatial configuration of public space as an inclusive tool instead of a tool of separation. In d

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Miriam Bodino practical problems. The field of applications includes spectral analysis of Feynman-Kac and Schrödinger semigroups, rare event estimation, sequential analysis of probability ratio tests, Dirichlet problems with boundary conditions, directed polymer simulations, and nonlinear filtering problems. As

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Miriam Bodino practical problems. The field of applications includes spectral analysis of Feynman-Kac and Schrödinger semigroups, rare event estimation, sequential analysis of probability ratio tests, Dirichlet problems with boundary conditions, directed polymer simulations, and nonlinear filtering problems. As

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