Spaces of postdevelopment
نویسنده
چکیده
This paper reviews writings about postdevelopment. It argues that critical scrutiny of the contemporary reconfiguring of postcolonial sovereignties provides a productive route to rethink the geographies of development and postdevelopment. The relationship of development narratives to reconfigurations of imperialism and postcolonialism produces a complex geography of development and postdevelopment that defies neat summary, but which demands more sustained attention to the interactions of enclosure, boundaries and subjectivities.
منابع مشابه
Degrowth, postdevelopment, and transitions: a preliminary conversation
This paper seeks to initiate a conversation between degrowth (DG) and postdevelopment (PD) frameworks by placing them within the larger field of discourses for ecological and civilizational transitions and by bridging proposals emerging from the North with those from the Global South. Not only can this dialogue, it is argued, be mutually enriching for bothmovements but perhaps essential for an ...
متن کاملHeat treatment for reduction of surface roughness on holographic gratings.
Controlled postdevelopment heat treatment of the photoresist polymer used in the preparation of holographic gratings has been shown to enhance the diffraction efficiency of gratings and reduce the scattering losses. We prove this effect by analyzing the resonant reflection spectra of a waveguide grating and observing the reduction in the arc-shaped light scattering associated with the excitatio...
متن کاملWeighted composition operators on weighted Bergman spaces and weighted Bloch spaces
In this paper, we characterize the bonudedness and compactness of weighted composition operators from weighted Bergman spaces to weighted Bloch spaces. Also, we investigate weighted composition operators on weighted Bergman spaces and extend the obtained results in the unit ball of $mathbb{C}^n$.
متن کاملA Class of Hereditarily $ell_p(c_0)$ Banach spaces
We extend the class of Banach sequence spaces constructed by Ledari, as presented in ''A class of hereditarily $ell_1$ Banach spaces without Schur property'' and obtain a new class of hereditarily $ell_p(c_0)$ Banach spaces for $1leq p<infty$. Some other properties of this spaces are studied.
متن کاملCONVERGENCE APPROACH SPACES AND APPROACH SPACES AS LATTICE-VALUED CONVERGENCE SPACES
We show that the category of convergence approach spaces is a simultaneously reective and coreective subcategory of the category of latticevalued limit spaces. Further we study the preservation of diagonal conditions, which characterize approach spaces. It is shown that the category of preapproach spaces is a simultaneously reective and coreective subcategory of the category of lattice-valued p...
متن کامل