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The fate of mathematical place
objectivity and the theory of lived-space from Husserl to casey
pp. 291-311
Abstract
This essay explores continental/postmodern theories ofplace, or lived-space, as regards the role of mathematics,objectivity, and the relativist dilemma that afflicts thelived-space movement. By employing a geometric approach, such asMinkowski pioneered, it is argued that the lived-space theoristscan gain a better insight into objectivity of spatialrelationships.
Publication details
Published in:
Petkov Vesselin (2010) Space, time, and spacetime: physical and philosophical implications of Minkowski's unification of space and time. Dordrecht, Springer.
Pages: 291-311
DOI: 10.1007/978-3-642-13538-5_14
Full citation:
Slowik Edward (2010) „The fate of mathematical place: objectivity and the theory of lived-space from Husserl to casey“, In: V. Petkov (ed.), Space, time, and spacetime, Dordrecht, Springer, 291–311.