Dragana Bozin

• Bozin, Dragana (2009). Da li 1+1 moze da bude √2? Filozofske studije. ISSN 0350-106X. 29(30), p. 99–114. Full text in Research Archive
• Bozin, Dragana (1998). Alternative Combining Operations in Extensive Measurement. Philosophy of Science. ISSN 0031-8248. 65, p. 136–150. Full text in Research Archive Show summary

  This paper concerns the ways in which one can/cannot combine extensive quantities. Given a particular theory of extensive measurement, there can be no alternative ways of combining extensive quantities, where ¿alternative¿ means that one combining operation can be used instead of another causing only a change in the number assigned to the quantity. As a consequence, rectangular concatenation cannot be an alternative combining operation for length as suggested by Ellis and agreed by Krantz, Luce, Suppes, and Tversky. I argue as well that a theory which imposes such restrictions on the combining operation is more desirable than less stringent rival theories.

• Bozin, Dragana (1988). Alternative Combining Operations in Extensive Measurement. Philosophy of Science. ISSN 0031-8248. p. 136–150. Full text in Research Archive Show summary

  This paper concerns the ways in which one can/cannot combine extensive quantities. Given a particular theory of extensive measurement, there can be no alternative ways of combining extensive quantities, where ¿alternative¿ means that one combining operation can be used instead of another causing only a change in the number assigned to the quantity. As a consequence, rectangular concatenation cannot be an alternative combining operation for length as was suggested by Ellis and agreed by Krantz, Luce, Suppes and Tversky. I argue as well that a theory which imposes such restrictions on the combining operation is more desirable than less stringent rival theories.

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