与 «DENUMERABILITY»相关的英语书籍
在以下的参考文献中发现
denumerability的用法。与
denumerability相关的书籍以及同一来源的简短摘要提供其在 英语文献中的使用情境。
1
Mathematical Methods in Linguistics
Denumerability. of. sets. We have said that we can associate with each finite set a
natural number that represents its cardinality, and that sets with the same
cardinality form an equivalence class. Equivalent infinite sets can also be
grouped into ...
Barbara Partee, Alice ter Meulen, Robert Wall, 1990
2
Labyrinth of Thought: A History of Set Theory and Its Role ...
A History of Set Theory and Its Role in Modern Mathematics José Ferreirós. 2.
Non-denumerability of DS. In 1867 Cantor defended the thesis that in
mathematics the art of posing questions is of more consequence than that of
solving them, ...
3
The Logical Syntax of Language
That characteristic of the class of the logical numerical functors which Cantor
designates as the non-denumerability of the aggregate of the real numbers is
expressed, for instance, in an increasing series of languages by the fact that
every ...
4
Routledge History of Philosophy Volume 7: The Nineteenth Century
This result is known as the non-denumerability or uncountability of the set of real
numbers. Non-denumerability was so unprecedented that Cantor initially
attempted to downplay it as far as possible, calling his paper 'On a Property of the
...
This result is known as the non-denumerability or uncountability of the set of real
numbers. Non-denumerability was so unprecedented that Cantor initially
attempted to downplay it as far as possible, calling his paper 'On a Property of the
...
Set Theoretical Equivalence and Denumerability In intuitive set theory the
existence of infinite sets is taken for granted. For instance, one can be easily
convinced that the natural numbers 1, 2, 3, may be collected in a single family {1,
2, 3, ...
7
What is Mathematics?: An Elementary Approach to Ideas and ...
The Denumerability of the Rational Numbers and the Non -Denumerability of the
Continuum One of Cantor's first discoveries in his analysis of the infinite was that
the set of rational numbers (which contains the infinite set of integers as a ...
Richard Courant, Herbert Robbins, Ian Stewart, 1996
These males cannot be listed, even in theory, since someone can always
imagine another male and refer to it with he. Let me call this property non-
denumerability. Second, what he is actually used to refer to on a particular
occasion depends ...
9
Boston Studies in the Philosophy of Science: Proceedings of ...
present in the standard mathematics, Zeno's metrical paradox of extension
depends for its solution on the super-denumerability of the space or time interval.
In other words, I said that if space is postulated to be denumerable, then the ...
Colloquium for the Philosophy of Science Staff, R. S. Cohen, Marx W. Wartofsky, 1969
10
Geometry and Chronometry in Philosophical Perspective
Putnam unconscionably distorts my thesis by the completely undocumented
contention that I have "asserted that Zeno's paradox depends for its solution on
countable additivity, and hence on the non-denumerability of space-time." Since I
...
