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This book reflects on translation praxis in 20th century Latin American print culture, tracing the trajectory of linguistic heterogeneity in the region and illuminating collective efforts to counteract the use of translation as a colonial tool and affirm cultural production in Latin America. In investigating the interplay of translation and the Americas as a geopolitical site, Guzmán Martínez unpacks the complex tensions that arise in these “spaces of translation” as embodied in the output of influential publishing houses and periodicals during this time period, looking at translation as both a concept and a set of narrative practices. An exploration of these spaces not only allows for an in-depth analysis of the role of translation in these institutions themselves but also provides a lens through which to uncover linguistic plurality and hybridity past borders of seemingly monolingual ideologies. A concluding chapter looks ahead to the ways in which strategic and critical uses of translation can continue to build on these efforts and contribute toward decolonial narrative practices in translation and enhance cultural production in the Americas in the future. This book will be of particular interest to scholars in translation studies, Latin American studies, and comparative literature.
This book explores intersections of theory and practice to engage queer theory and education as it happens both in and beyond the university. Furthering work on queer pedagogy, this volume brings together educators and activists who explore how we see, write, read, experience, and, especially, teach through the fluid space of queerness. The editors and contributors are interested in how queer-identified and -influenced people create ideas, works, classrooms, and other spaces that vivify relational and (eco)systems thinking, thus challenging accepted hierarchies, binaries, and hegemonies that have long dominated pedagogy and praxis.
Mapping Urban Spaces focuses on medium-sized European cities and more specifically on their open spaces from psychological, sociological, and aesthetic points of view. The chapters illustrate how the characteristics that make life in medium-sized European cities pleasant and sustainable – accessibility, ease of travel, urban sustainability, social inclusiveness – can be traced back to the nature of that space. The chapters develop from a phenomenological study of space to contributions on places and landscapes in the city. Centralities and their meaning are studied, as well as the social space and its complexity. The contributions focus on history and theory as well as concrete research and mapping approaches and the resulting design applications. The case studies come from countries around Europe including Poland, Italy, Greece, Germany, and France, among others. The book will be of interest to students, scholars, and practitioners in architecture, urban planning, and landscape architecture.
Examines how popular fairy tales collapse narrative borders and reimagine the genre for the twenty-first century. Mapping Fairy-Tale Space: Pastiche and Metafiction in Borderless Tales by Christy Williams uses the metaphor of mapping to examine the narrative strategies employed in popular twenty-first-century fairy tales. It analyzes the television shows Once Upon a Time and Secret Garden (a Korean drama), the young-adult novel series The Lunar Chronicles, the Indexing serial novels, and three experimental short works of fiction by Kelly Link. Some of these texts reconfigure well-known fairy tales by combining individual tales into a single storyworld; others self-referentially turn to fairy tales for guidance. These contemporary tales have at their center a crisis about the relevance and sustainability of fairy tales, and Williams argues that they both engage the fairy tale as a relevant genre and remake it to create a new kind of fairy tale. Mapping Fairy-Tale Space is divided into two parts. Part 1 analyzes fairy-tale texts that collapse multiple distinct fairy tales so they inhabit the same storyworld, transforming the fairy-tale genre into a fictional geography of borderless tales. Williams examines the complex narrative restructuring enabled by this form of mash-up and expands postmodern arguments to suggest that fairy-tale pastiche is a critical mode of retelling that celebrates the fairy-tale genre while it critiques outdated ideological constructs. Part 2 analyzes the metaphoric use of fairy tales as maps, or guides, for lived experience. In these texts, characters use fairy tales both to navigate and to circumvent their own situations, but the tales are ineffectual maps until the characters chart different paths and endings for themselves or reject the tales as maps altogether. Williams focuses on how inventive narrative and visual storytelling techniques enable metafictional commentary on fairy tales in the texts themselves. Mapping Fairy-Tale Space argues that in remaking the fairy-tale genre, these texts do not so much chart unexplored territory as they approach existing fairy-tale space from new directions, remapping the genre as our collective use of fairy tales changes. Students and scholars of fairy-tale and media studies will welcome this fresh approach.
Mapping Space, Sense, and Movement in Florence explores the potential of digital mapping or Historical GIS as a research and teaching tool to enable researchers and students to uncover the spatial, kinetic and sensory dimensions of the early modern city. The exploration focuses on new digital research and mapping projects that engage the rich social, cultural, and artistic life of Florence in particular. One is a new GIS tool known as DECIMA, (Digitally-Encoded Census Information and Mapping Archive), and the other is a smartphone app called Hidden Florence. The international collaborators who have helped build these and other projects address three questions: how such projects can be created when there are typically fewer sources than for modern cities; how they facilitate more collaborative models for historical research into social relations, senses, and emotions; and how they help us interrogate older historical interpretations and create new models of analysis and communication. Four authors examine technical issues around the software programs and manuscripts. Five then describe how GIS can be used to advance and develop existing research projects. Finally, four authors look to the future and consider how digital mapping transforms the communication of research results, and makes it possible to envision new directions in research. This exciting new volume is illustrated throughout with maps, screenshots and diagrams to show the projects at work. It will be essential reading for students and scholars of early modern Italy, the Renaissance and digital humanities.
This interdisciplinary collection of essays focuses on the ways in which movements of people across natural, political, and cultural boundaries shape identities that are inexorably linked to the geographical space that individuals on the move cross, inhabit, and leave behind. As conflicts over identities and space continue to erupt on a regular basis, this book reads the relationship between migration, identity, and space from a fresh and innovative perspective.
Containing some of the leading voices on Detroit's history and future, Mapping Detroit will be informative reading for anyone interested in urban studies, geography, and recent American history.
Since its introduction by Friedhelm Waldhausen in the 1970s, the algebraic K-theory of spaces has been recognized as the main tool for studying parametrized phenomena in the theory of manifolds. However, a full proof of the equivalence relating the two areas has not appeared until now. This book presents such a proof, essentially completing Waldhausen's program from more than thirty years ago. The main result is a stable parametrized h-cobordism theorem, derived from a homotopy equivalence between a space of PL h-cobordisms on a space X and the classifying space of a category of simple maps of spaces having X as deformation retract. The smooth and topological results then follow by smoothing and triangulation theory. The proof has two main parts. The essence of the first part is a "desingularization," improving arbitrary finite simplicial sets to polyhedra. The second part compares polyhedra with PL manifolds by a thickening procedure. Many of the techniques and results developed should be useful in other connections.
This book describes the spatial and temporal perspectives on COVID-19 and its impacts and deepens our understanding of human dynamics during and after the global pandemic. It critically examines the role smart city technologies play in shaping our lives in the years to come. The book covers a wide-range of issues related to conceptual, theoretical and data issues, analysis and modeling, and applications and policy implications such as socio-ecological perspectives, geospatial data ethics, mobility and migration during COVID-19, population health resilience and much more. With accelerated pace of technological advances and growing divide on political and policy options, a better understanding of disruptive global events such as COVID-19 with spatial and temporal perspectives is an imperative and will make the ultimate difference in public health and economic decision making. Through in-depth analyses of concepts, data, methods, and policies, this book stimulates future studies on global pandemics and their impacts on society at different levels.
The aim of this book is to explain modern homotopy theory in a manner accessible to graduate students yet structured so that experts can skip over numerous linear developments to quickly reach the topics of their interest. Homotopy theory arises from choosing a class of maps, called weak equivalences, and then passing to the homotopy category by localizing with respect to the weak equivalences, i.e., by creating a new category in which the weak equivalences are isomorphisms. Quillen defined a model category to be a category together with a class of weak equivalences and additional structure useful for describing the homotopy category in terms of the original category. This allows you to make constructions analogous to those used to study the homotopy theory of topological spaces. A model category has a class of maps called weak equivalences plus two other classes of maps, called cofibrations and fibrations. Quillen's axioms ensure that the homotopy category exists and that the cofibrations and fibrations have extension and lifting properties similar to those of cofibration and fibration maps of topological spaces. During the past several decades the language of model categories has become standard in many areas of algebraic topology, and it is increasingly being used in other fields where homotopy theoretic ideas are becoming important, including modern algebraic $K$-theory and algebraic geometry. All these subjects and more are discussed in the book, beginning with the basic definitions and giving complete arguments in order to make the motivations and proofs accessible to the novice. The book is intended for graduate students and research mathematicians working in homotopy theory and related areas.