Murawski, Roman2013-12-302013-12-302004Przestrzenie Teorii, nr 3/4, 2004, s. 253-260978-83-232-2077-01644-6763http://hdl.handle.net/10593/9208In this article the author considers various conceptions concerning ontological status of the objects of mathematics. The relation is show between these problems and a dispute over universals, and then Platonism, conceptualism and nominalism as the fundamental standpoints on the question o f mathematical objects are presented. Examples are given of concrete (specific) theories w ith in these standpoints and their implications (also epistemological ones) are shown.plArtykuł