@article {12656,
	title = {Intuition and the End of All -Isms},
	journal = {Organon F},
	volume = {25},
	number = {3},
	year = {2018},
	pages = {392-409},
	type = {State},
	abstract = {In my paper, some of the most influential -isms in the philosophy of mathematics are discussed with respect to their attitude to intuition. By the end of the all -isms, at first, their tendency to arrive eventually at just the opposite of their previously proclaimed principle is meant. The positive significance to the given tag line is connected with as a simple observation (due to both William James and Wittgenstein) that most of the -isms are justifiable if treated as practical attitudes rather than theoretical systems. Accordingly, intuition{\textquoteright}s role will be twofold: first, as a reference point with respect to which the given -isms were portrayed as turning into their very opposites; and, second, as the focal point to which all of them might be seen as contributing to intuition{\textquoteright}s pragmatic reading. Along these lines, the path of intuition might be transformed from an epistemological Calvary{\textemdash}or the path of despair, to use Hegel{\textquoteright}s words from the beginning of his Phenomenology in which one particular theory is replaced by another which is itself later replaced, etc.{\textemdash}into the path of progress in which some traditional dilemmas such as that between mathematical realism and nominalism are solved.},
	keywords = {Brouwer, Formalism, Frege, Hegel, Intuition, intuitionism, logicism, Phenomenology, Philosophy of mathematics, Pragmatism},
	url = {http://www.klemens.sav.sk/fiusav/doc/organon/2018/3/392-409.pdf},
	author = {Kolman, Vojt{\v e}ch}
}
