This chapter argues that quantum indeterminacy can be construed as a merely derivative phenomenon. The possibility of undermines both recent argument against due to David Glick, and an the Elizabeth Barnes.

The resolution of indeterminacy is the hallmark of the language comprehension process. Indeterminacy exists at essentially every descriptive level of word, sentence, and discourse analysis. It is found in conditions ranging from overt ambiguity (such as for polysemous words and structural ambiguity) which have been the focus of work in psycholinguistics since the inception of the field, to less...

For the majority of spatiotemporal applications, we assume that the modeled world is precise and bounded. Although this simplification is sufficient in applications like the cadastral system, it seems to be unnecessary crude for many other applications handling spatial and/or temporal extents, such as navigational applications. In this work, we explore fuzziness and uncertainty, which we subsum...

Interpretation and Indeterminacy Prakash Panangaden Prateek Mishra Department of Computer Science University of Utah Salt Lake City, UT 84112

In this paper we consider stationary pure exchange overlapping generations models with n goods in each period. ¥e argue that for a model with non-zero stock of nominal debt there is potentially an n 1 dimensional indeterminacy. Thus relative prices within a period can be indeterminate. Although our results agree with those previously known for the case where there is one good in every period, t...

The uncertainty principle can be understood as a condition of joint indeterminacy of classes of properties in quantum theory. The mathematical expressions most closely associated with this principle have been the uncertainty relations, various inequalities exemplified by the well known expression regarding position and momentum introduced by Heisenberg. Here, recent work involving a new sort of...