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%0 Book
%1 DeFreitas2017
%C New York, NY; USA
%D 2017
%E De Freitas, Elizabeth
%E Sinclair, Nathalie
%E Coles, Alf
%I Cambridge University Press
%K Mathematics. Mathematik. Methode. Philosophie Philosophy. Social aspects.
%P xii, 288 Seiten
%T What is a mathematical concept?
%@ 978-1-107-13463-8
@book{DeFreitas2017,
added-at = {2017-12-19T15:46:24.000+0100},
address = {New York, NY; USA},
biburl = {https://puma.ub.uni-stuttgart.de/bibtex/25de8445cbcd131913b3802e27a3ced6d/droessler},
editor = {De Freitas, Elizabeth and Sinclair, Nathalie and Coles, Alf},
groups = {public},
interhash = {8b1fc72d6703643f4b8716b624f17d0e},
intrahash = {5de8445cbcd131913b3802e27a3ced6d},
isbn = {978-1-107-13463-8},
keywords = {Mathematics. Mathematik. Methode. Philosophie Philosophy. Social aspects.},
note = {UB Vaihingen},
pages = {xii, 288 Seiten},
publisher = {Cambridge University Press},
timestamp = {2018-02-28T22:18:54.000+0100},
title = {What is a mathematical concept?},
username = {droessler},
year = 2017
}
