![]() ![]() CEEOL offers various services to subscribing institutions and their patrons to make access to its content as easy as possible. Currently, CEEOL covers more than 2000 journals and 690.000 articles, over 4500 ebooks and 6000 grey literature document. CEEOL provides scholars, researchers and students with access to a wide range of academic content in a constantly growing, dynamic repository. Currently, over 1000 publishers entrust CEEOL with their high-quality journals and e-books. In the rapidly changing digital sphere CEEOL is a reliable source of adjusting expertise trusted by scholars, publishers and librarians. Finally, we claim that a debt is at once a specifically social object and part of reality as described by physics.ĬEEOL is a leading provider of academic e-journals and e-books in the Humanities and Social Sciences from and about Central and Eastern Europe. The first of the two refers to debt only, whereas the second could refer to debt, as well as to physical objects. How can the sense of an expression be ontologically paradoxical, yet the expression itself still plausibly refer to a social object such as a debt? Or, put differently, how is it possible to be, at the same time, a realist in financial theory and a nominalist in mathematical theory? The paper first shows that the paradox arises when the two distinct ways in which negative numbers are connected to real objects are run together. In this paper, we propose a more realist account, taking as our starting point the thesis that there is at least one familiar type of object, the magnitude of which can be expressed with negative numbers, namely, debt. For many, this has been understood as an ontological paradox: how can something be „less than nothing?“ Some propose to avoid the paradox by treating negative numbers as mere façons de parler. It is then true of all negative numbers that they are entities which are (somehow) smaller than zero. ![]() Following Frege, we view positive whole numbers as providing the answer to the question „how many?“ In this light, how are we to view negative numbers? Both positive and negative numbers can be ordered through the relation of larger or smaller. Summary/Abstract: Our topic is the understanding of the nature of negative numbers – the entities to which expressions such as ‘-1’ refer. Published by: Institut za filozofiju i društvenu teoriju Keywords: Negative Numbers Debt Realism Magnitude Object Subject(s): Logic, Contemporary Philosophy Realism’s Understanding of Negative Numbers Author(s): Petar Bojanić, Sanja Todorović Realism’s Understanding of Negative Numbers ![]()
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