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Die geographischen Grenzen abstrakter Gleichheit
- Source :
- Geographica Helvetica, Vol 75, Pp 371-380 (2020)
- Publication Year :
- 2020
- Publisher :
- Copernicus Publications, 2020.
-
Abstract
- Equality, a concept so central to democratic societies, is being scrutinized in a critical manner in this paper. It argues that the spatial borders of territorial states are also the limits of the validity of the principle of abstract equality, of its ideological productivity as well as its emancipatory potential. The paper discusses the Marxist critique of the limitations of the merely abstract, formal understanding of equality that is inscribed into the structures of democratic states, and the ways in which both the Marxist tradition and current theories of radical democracy find an emancipatory potential in the demand for abstract equality that makes possible going beyond its very abstractions. The focus of these discussions is on how spatiality is integrated into theories of radical democracy on the level of theory. The paper suggests that combining the insights on the productivity of spatial forms from discussions in human geography with the critique of merely abstract equality is a decidedly geographical contribution to the development of theories of the political.
- Subjects :
- media_common.quotation_subject
Geography, Planning and Development
0211 other engineering and technologies
0507 social and economic geography
lcsh:GA101-1776
lcsh:G1-922
02 engineering and technology
Politics
Human geography
lcsh:Cartography
Marxist philosophy
Sociology
lcsh:Human ecology. Anthropogeography
Productivity
Earth-Surface Processes
media_common
Global and Planetary Change
05 social sciences
021107 urban & regional planning
Democracy
Focus (linguistics)
Epistemology
Anthropology
Ideology
lcsh:GF1-900
050703 geography
Inscribed figure
lcsh:Geography (General)
Subjects
Details
- Language :
- German
- ISSN :
- 21948798 and 00167312
- Volume :
- 75
- Database :
- OpenAIRE
- Journal :
- Geographica Helvetica
- Accession number :
- edsair.doi.dedup.....a4653b6e57db6cf8fafa67506ad2d57e