Differences

This shows you the differences between two versions of the page.

 subset_complement [2013/08/04 17:45]nikolaj subset_complement [2014/03/21 11:11] (current) Both sides previous revision Previous revision 2013/09/05 17:12 nikolaj 2013/08/04 17:45 nikolaj 2013/06/16 17:59 nikolaj 2013/06/16 17:56 nikolaj 2013/06/07 23:24 nikolaj 2013/06/07 23:21 nikolaj 2013/06/07 22:51 nikolaj 2013/06/06 22:07 nikolaj 2013/05/23 22:43 nikolaj 2013/05/18 12:56 external edit2013/05/14 23:23 nikolaj 2013/05/14 23:07 nikolaj 2013/05/14 23:06 nikolaj 2013/05/14 23:03 nikolaj 2013/05/14 23:02 nikolaj created Next revision Previous revision 2013/09/05 17:12 nikolaj 2013/08/04 17:45 nikolaj 2013/06/16 17:59 nikolaj 2013/06/16 17:56 nikolaj 2013/06/07 23:24 nikolaj 2013/06/07 23:21 nikolaj 2013/06/07 22:51 nikolaj 2013/06/06 22:07 nikolaj 2013/05/23 22:43 nikolaj 2013/05/18 12:56 external edit2013/05/14 23:23 nikolaj 2013/05/14 23:07 nikolaj 2013/05/14 23:06 nikolaj 2013/05/14 23:03 nikolaj 2013/05/14 23:02 nikolaj created Line 1: Line 1: ===== Subset complement ===== ===== Subset complement ===== - ==== Definition ​==== + ==== Set ==== - | @#88DDEE: $Y$ | + | @#55CCEE: context ​    | @#55CCEE: $Y$ | - | @#88DDEE: $X\subset Y$ | + | @#55CCEE: context ​    | @#55CCEE: $X\subset Y$ | - | @#55EE55: $X^c \equiv Y\smallsetminus X$ | + | @#FFBB00: definiendum | @#FFBB00: $X^c \equiv Y\smallsetminus X$ | + ==== Discussion ==== Notice that the notation $X^c$ doesn'​t actually denote the bigger set $Y$. It is supposed to be stated or known from the context. Notice that the notation $X^c$ doesn'​t actually denote the bigger set $Y$. It is supposed to be stated or known from the context. - - ==== Ramifications ==== === Reference === === Reference === Wikipedia: [[http://​en.wikipedia.org/​wiki/​Complement_%28set_theory%29|Complement]] Wikipedia: [[http://​en.wikipedia.org/​wiki/​Complement_%28set_theory%29|Complement]] - + ==== Parents ​==== - ==== Context ​==== + === Context ​=== - Parameterized set + - === Parents ​=== + [[Complement]] [[Complement]]