Factolex: Predicate
http://en.factolex.com/rss/Predicate:logic_sometimes
Predicateen-usSat, 04 Jul 2020 06:30:10 +0200Sat, 04 Jul 2020 06:30:10 +0200added factSat, 12 Sep 2015 10:54:21 +0200
http://en.factolex.com/Predicate:logic_sometimes
j5fu11 <a href="http://ttztxqymkgmd.com/">ttztxqymkgmd</a>, [url=http://gigcbowkfkuz.com/]gigcbowkfkuz[/url], [link=http://jappoojptxfz.com/]jappoojptxfz[/link], http://gpvlnxvtvupl.com/]]>Sun, 26 Dec 2010 14:33:09 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
added factSun, 26 Apr 2009 14:17:55 +0200factobot
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link:Introduction to predicates]]>changed factSun, 26 Apr 2009 14:17:55 +0200
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12, 11]]>changed factSun, 26 Apr 2009 14:17:54 +0200
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11, ]]>added factTue, 02 Dec 2008 07:59:05 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
a fundamental concept in first-order logic]]>added factTue, 02 Dec 2008 07:59:05 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
For instance, x | x is a positive integer less than 4 is the set 1,2,3]]>added factTue, 02 Dec 2008 07:59:05 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
The set defined by P(x) written x | P(x), is just a collection of all the objects for which P is sensible and true]]>added factTue, 02 Dec 2008 07:59:05 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
The notation P(x) is used to denote a sentence or statement P concerning the variable object x]]>added factTue, 02 Dec 2008 07:59:05 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
Another useful way to define a set is by specifying a property that the elements of the set have in common]]>added factTue, 02 Dec 2008 07:59:05 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
Sometimes it is inconvenient or impossible to describe a set by listing all of its elements]]>added factTue, 02 Dec 2008 07:59:04 +0100factobot
http://en.factolex.com/Predicate:logic_sometimes
Predicate]]>