ThesaHelp: references a-b
Topic: beliefs and propositional attitudes
Topic: number as the extension of a class of equinumerous classes
Topic: number as a progression for counting and 1-1 relations
| |
Reference
Ackerman, D.,
"De re propositional attitudes toward integers", pp. 145-153, in Shahan, R.W., Swoyer, C. (ed.),
Essays on the Philosophy of W.V. Quine, Norman, University of Oklahoma Press, 1979.
Google
Quotations
147 ;;Quote: if believe that 5 is the smallest perfect number than believe it de re; different than an existence predicate
| 147+;;Quote: de re belief if believe of something vs. de dicto belief that something exists
| 150 ;;Quote: a number is such that J believes 'n is F' de re iff J believes at least one member of the set of propositions for 'n is F'
| 151 ;;Quote: a numeral directly specifies the position of its referent in the progression of numbers; i.e., a system of generating and counting
| 151 ;;Quote: suppose that J knows that 1100 base 2 is 1100 base 2 (de re) but not that 1100 base 2 is 12; should be know de re
|
Related Topics
ThesaHelp: references a-b (396 items)
Topic: beliefs and propositional attitudes (28 items)
Topic: number as the extension of a class of equinumerous classes (23 items)
Topic: number as a progression for counting and 1-1 relations (22 items)
|