منابع مشابه
The Smith-Walley Interpretation of Subjective Probability: An Appreciation
The right interpretation of subjective probability is implicit in the theories of upper and lower odds, and upper and lower previsions, developed, respectively, by Cedric Smith (1961) and Peter Walley (1991). On this interpretation you are free to assign contingent events the probability 1 (and thus to employ conditionalization as a method of probability revision) without becoming vulnerable to...
متن کاملInterpretation Without Semantics
I suggest that Geoffrey Nunberg's work can make two contributions to the issue of the relationship of lexical semantics to knowledge representation. The first is the claim that Lexical Semantics and Knowledge Representation are the same. The second (which is both more controversial and more difficult to implement) is that the connection between this world knowledge and lexical items must be qui...
متن کاملQuantum mechanics without interpretation
It is shown that the independence of the continuum hypothesis points to the unique definite status of the set of intermediate cardinality: the intermediate set exists only as a subset of continuum. This latent status is a consequence of duality of the members of the set. Due to the structural inhomogeneity of the intermediate set, its complete description falls into several “sections” (theories...
متن کاملGeneral Relativity Needs No Interpretation†
I argue that, contrary to the recent claims of physicists and philosophers of physics, general relativity requires no interpretation in any substantive sense of the term. I canvass the common reasons given in favor of the alleged need for an interpretation, including the difficulty in coming to grips with the physical significance of diffeomorphism invariance and of singular structure, and the ...
متن کاملOn The No-Counterexample Interpretation
In [15],[16] Kreisel introduced the no-counterexample interpretation (n.c.i.) of Peano arithmetic. In particular he proved, using a complicated ε-substitution method (due to W. Ackermann), that for every theorem A (A prenex) of first-order Peano arithmetic PA one can find ordinal recursive functionals ΦA of order type < ε0 which realize the Herbrand normal form A of A. Subsequently more perspic...
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ژورنال
عنوان ژورنال: Rivista di estetica
سال: 2008
ISSN: 0035-6212,2421-5864
DOI: 10.4000/estetica.1931