2012-09-27
Circular Discernment in Completely Extensive Structures and How to Avoid such Circles Generally
Publication
Publication
Studia Logica: an international journal for symbolic logic , Volume 100 - Issue 5 p. 947- 952
In this journal, D. Rizza [11] (p. 176) expounded a solution of what he called "the indiscernibility problem for ante rem structuralism", which is the problem to make sense of the presence, in structures, of objects that are indiscernible yet distinct, by only appealing to what that structure provides. We argue that Rizza's solution is circular and expound a different solution that not only solves the problem for completely extensive structures, treated by Rizza, but for nearly (but not) all mathematical structures.
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doi.org/10.1007/s11225-012-9442-7, hdl.handle.net/1765/72002 | |
Studia Logica: an international journal for symbolic logic | |
Organisation | Erasmus School of Philosophy |
Muller, A. (2012). Circular Discernment in Completely Extensive Structures and How to Avoid such Circles Generally. Studia Logica: an international journal for symbolic logic, 100(5), 947–952. doi:10.1007/s11225-012-9442-7 |