Finite group graph generator - Revision history

Akivela at 11:37, 22 February 2013

2013-02-22T11:37:31Z

Akivela at 11:35, 22 February 2013

2013-02-22T11:35:23Z

Akivela at 11:35, 22 February 2013

2013-02-22T11:35:12Z

Akivela at 11:34, 22 February 2013

2013-02-22T11:34:42Z

Akivela at 16:21, 29 January 2008

2008-01-29T16:21:13Z

Akivela at 09:02, 13 June 2007

2007-06-13T09:02:21Z

Akivela at 09:02, 13 June 2007

2007-06-13T09:02:05Z

New page

Finite group graph generator creates a cyclic group with prime order given by the Wandora user.

== See also ==

* [http://en.wikipedia.org/wiki/Finite_group Finite group in Wikipeadi]
* [http://en.wikipedia.org/wiki/Cyclic_group Cyclic group in Wikipedia]

← Older revision		Revision as of 11:37, 22 February 2013
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	[[Image:finite_group_example.gif\|center]]		[[Image:finite_group_example.gif\|center]]

−	Looking at '''Topic 0''''s association reveals the nature of associations. Each association represents an operation with two operand topics and a result topic and result is a "sum" of operands. For example operands '''Topic 2''' and '''Topic 4''' form an association with a result '''Topic 6''' because '''2 + 4''' is equal to '''6'''.	+	Looking at '''Topic 0''''s association reveals the nature of associations. Each association represents an operation with two operand topics and a result topic and result is a "sum" of operands. For example, operands '''Topic 2''' and '''Topic 4''' form an association with a result '''Topic 6''' because '''(2 + 4) mod 20''' is equal to '''6'''. Operands '''Topic 1''' and '''Topic 19''' form an association with a result '''Topic 0''' because '''(19 + 1) mod 20''' is equal to '''0'''.

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 Looking at '''Topic 0''''s association reveals the nature of associations. Each association represents an operation with two operand topics and a result topic and result is a "sum" of operands. For example operands '''Topic 2''' and '''Topic 4''' form an association with a result '''Topic 6''' because '''2 + 4''' is equal to '''6'''.
 [[Image:finite_group_example2.gif|center]]
 == See also ==

← Older revision		Revision as of 11:35, 22 February 2013
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−	Finite group graph generator creates a cyclic group with prime order given by the Wandora user. Below is a graph visualization of finite group with a prime order 20 and it's '''Topic 0''' element. Visualization contains only association of '''Topic 0''' node. All associations are triplets of two operands and a result.	+	Finite group graph generator creates a cyclic group with a prime order given by the Wandora user. Below is a graph visualization of finite group with a prime order 20 and it's '''Topic 0''' element. Visualization contains only association of '''Topic 0''' node. All associations are triplets of two operands and a result.

	[[Image:finite_group_example.gif\|center]]		[[Image:finite_group_example.gif\|center]]

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-Finite group graph generator creates a cyclic group with prime order given by the Wandora user. Below is a graph visualization of finite group with prime order 20 and it's '''0''' element. Visualization contains only association of '''0''' node. As all associations are triplets of two operand and a result, empty nodes represent splitting points of graph edges.
+Finite group graph generator creates a cyclic group with prime order given by the Wandora user. Below is a graph visualization of finite group with a prime order 20 and it's '''Topic 0''' element. Visualization contains only association of '''Topic 0''' node. All associations are triplets of two operands and a result.
-−
 [[Image:finite_group_example.gif|center]]
 == See also ==

← Older revision		Revision as of 16:21, 29 January 2008
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−	Finite group graph generator creates a cyclic group with prime order given by the Wandora user.	+	Finite group graph generator creates a cyclic group with prime order given by the Wandora user. Below is a graph visualization of finite group with prime order 20 and it's '''0''' element. Visualization contains only association of '''0''' node. As all associations are triplets of two operand and a result, empty nodes represent splitting points of graph edges.
		+
		+
		+	[[Image:finite_group_example.gif\|center]]
		+

	== See also ==		== See also ==

@@ Line 3: / Line 3: @@
 == See also ==
-* [http://en.wikipedia.org/wiki/Finite_group Finite group in Wikipeadi]
+* [http://en.wikipedia.org/wiki/Finite_group Finite group in Wikipedia]
 * [http://en.wikipedia.org/wiki/Cyclic_group Cyclic group in Wikipedia]