«CATEGORICALNESS» 관련 영어 책
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1
Introduction to Hyperbolic Geometry
The practical importance of categoricalness is that it permits one to use any
model for proving things about the real number system K. An example is provided
by y/2. According to Exercise 2 in Section A.4, it follows from the axioms that in
any ...
Arlan Ramsay, Robert D. Richtmyer, 1995
2
Bulletin: Philosophical series
For an extensive treatment of such matters the reader is referred to the recent
work, "Mind and Nature," by Hermann Weyl, who is influential in the mathematical
work of the Institute for Advanced Study. The concept of categoricalness is much
...
University of New Mexico, 1918
3
Bulletin. Philosophical Series
For an extensive treatment of such matters the reader is referred to the recent
work, “Mind and Nature,” by Hermann Weyl, who is influential in the mathematical
work of the Institute for Advanced Study. The concept of categoricalness is much
...
University of New Mexico, 1918
4
Ethics Without Morals: In Defence of Amorality
The categoricalness of morality is the assertion or assumption of the truth of this
added premise in the third argument. Now, a strict grammarian might indeed feel
just as strongly about the added premise in the first argument; but I doubt that this
...
5
Between Logic and Reality: Modeling Inference, Action and ...
... concerning the existence of a model. That's why Hilbert wanted to have a
purely formal consistency proof without relating it to a model. However, in many
interesting 60 M. Arsenijevic 4.1.3 Consistency, Completeness and
Categoricalness.
Majda Trobok, Berislav Žarnić, 2011
6
An Effort Based Approach to Consonant Lenition
-1ow _—AA __ V V Clearly, the claim of phonological categoricalness cannot
mean that there is at most a binary distinction for any phonetic dimension; for at
least a ternary distinction in vowel height is required.34 If, however, the claim of ...
7
Language in African urban contexts: a contribution to the ...
As expected, they show a lower degree of categoricalness, with an exception
treated in the next paragraph. Two variables in Table 18 which appear at first
glance to be exceptions in fact follow the logic of the present argument. For the
fsg and ...
Gudrun Miehe, Jonathan Owens, Manfred von Roncador, 2007
8
Introduction to the Foundations of Mathematics: Second Edition
... see Problem 9 at the end of this chapter.] 4.5 Categoricalness With the notion
of isomorphism thus defined, we are ready to state the “working definition” of
completeness, which is embodied in the notion of categoricalness : T 4.5.1
Definition.
9
Reality, Representation, and Projection
We can have, act on, express, and be influenced by internalized, non-
hypothetical attitudes without genuine categoricalness, that is, we can have the
psychological (and, when the story is filled out, sociological) equivalent of
categoricalness ...
John Haldane, Crispin Wright, 1993
10
Mathematical Thought From Ancient to Modern Times
In effect categoricalness means that all interpretations of the axiom system dilier
only in language. This property would not hold if, for example, the parallel axiom
were omitted, because then Euclidean and hyperbolic non-Euclidean geometry ...
