Here, we describe the [[mathematics|mathematical]] meaning of '''transfinite ordinal numbers'''. They were int
...r ordinals. Ordinals may be categorized as: zero, successor ordinals, and limit ordinals (of various [[Cofinality|cofinalities]]). Given a class of ordina
29 KB (4,819 words) - 16:23, 9 January 2007
...the derivatives and the differentials of any functions usually come up in mathematics, namely, in relation to the problem of computing "locally linear approximat
...n discrete contexts, or a variably "small" amount (near to 0) over which a limit is being taken, as in continuous contexts. <math>\operatorname{D}f(x, h)</
5 KB (906 words) - 18:12, 9 May 2008
...ndividual in his intercourse with others, there is an assumed or expressed limit within which the subjects of its operation are confined. … Now, what
* [[Relation (mathematics)|Relation]]
6 KB (702 words) - 19:14, 7 November 2015
...type of [[relation (mathematics)|relational predicate]] that arises as the limit of an iterated process of [[hypostatic abstraction]].
* [[Relation (mathematics)|Relation]]
8 KB (1,058 words) - 04:08, 10 November 2015
...tand what a triadic relation is we need to understand what a ''[[relation (mathematics)|relation]]'' is, and here there are traditionally two ways of understandin
...nt differs in no respect from a space of time, except that it is the ideal limit which, in the division of time, we never reach. It can not therefore be th
24 KB (3,783 words) - 00:25, 16 November 2015
usually come up in mathematics, namely, in relation to the problem
or a variably "small" amount (near to 0) over which a limit is
73 KB (6,208 words) - 04:08, 11 December 2016
...ing [[reference]] to a [[property (philosophy)|property]] or a [[relation (mathematics)|relation]] that exists ''objectively'' or ''in reality''. The latter term
...''[[independence (mathematics)|formal independence]]'' and ''[[invariant (mathematics)|formal invariance]]''. In particular, it is crucial to observe the distin
237 KB (37,371 words) - 11:22, 20 August 2007
...ing [[reference]] to a [[property (philosophy)|property]] or a [[relation (mathematics)|relation]] that exists ''objectively'' or ''in reality''. The latter term
...''[[independence (mathematics)|formal independence]]'' and ''[[invariant (mathematics)|formal invariance]]''. In particular, it is crucial to observe the distin
237 KB (37,371 words) - 22:14, 25 January 2008
...each). I also have an interest in medieval philosophy, and set theory and mathematics. My contributions to the project mostly reflect these specialisms.
=== Mathematics, logic and set theory ===
19 KB (2,842 words) - 11:26, 1 April 2011
...er'', or a ''language'' to which the representation bears some [[relation (mathematics)|relation]].
Truth is that concordance of an abstract statement with the ideal limit towards which endless investigation would tend to bring scientific belief,
33 KB (4,907 words) - 04:32, 22 September 2014
usually come up in mathematics, namely, in relation to the problem
or a variably "small" amount (near to 0) over which a limit is
107 KB (9,168 words) - 14:23, 22 May 2007
...er'', or a ''language'' to which the representation bears some [[relation (mathematics)|relation]].
Truth is that concordance of an abstract statement with the ideal limit towards which endless investigation would tend to bring scientific belief,
33 KB (4,956 words) - 22:18, 25 January 2008
...Latin ''terminare, terminat-'', to end; ''terminus'', boundary. From the limit itself, as in ''term'' of office or imprisonment, ''term'' grew to mean the
...coming identity. Whether that is true or not, all known resemblance has a limit. Hence, resemblance is always partial truth. On the other hand, no two th
105 KB (16,763 words) - 20:36, 26 August 2017
* WikiMobs is optimized to display limited pages to limit bandwidth usage.
...graphy history geography society culture science technology foodstuffs and mathematics as for the rest it is not rare for articles strongly related to a particula
30 KB (4,461 words) - 13:09, 16 September 2007
...d here by square brackets. I have already quoted from the “Logic of Mathematics” paper in a related connection. Here are the links to those excerpts
For example, it is common in mathematics to associate an element <math>a\!</math> of a set <math>A\!</math> with the
226 KB (33,992 words) - 16:22, 29 December 2017
The reason for this is that deduction, in the ideal limit, can be rendered a purely internal process of the reasoning agent, while th
* [[Relation (mathematics)|Relation]]
58 KB (7,676 words) - 22:34, 15 November 2015
-
80 bytes (10 words) - 11:56, 6 October 2010
...symbol contains information contains more connotation than is necessary to limit its possible denotation to those things which it may denote. That is every
...s they connote more forms than one, either of which would be sufficient to limit their extension to the extent to which it is limited. Hence if a symbol ch
362 KB (47,812 words) - 19:40, 9 November 2016
...the derivatives and the differentials of any functions usually come up in mathematics, namely, in relation to the problem of computing "locally linear approximat
...n discrete contexts, or a variably "small" amount (near to 0) over which a limit is being taken, as in continuous contexts. <math>\mathrm{D}f(x, h)</math>
369 KB (46,156 words) - 04:20, 27 December 2016
| occur throughout mathematics.
basis to carry on the everyday business of mathematics --
567 KB (86,909 words) - 21:00, 6 December 2016