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GroupTheory

  

HaradaNortonGroup

 

Calling Sequence

Description

Examples

Compatibility

Calling Sequence

HaradaNortonGroup()

Description

• 

The Harada-Norton group of order 273030912000000 is one of the sporadic finite simple groups.  It was discovered independently by Koichi Harada in 1976, and by Simon Norton in 1975, using different methods.  It can be described as a centralizer of an element of order 5 in the Monster.

• 

The HaradaNortonGroup() command returns a symbolic group representing the Harada-Norton group.

Examples

withGroupTheory:

GHaradaNortonGroup

G:=HN

(1)

GroupOrderG

273030912000000

(2)

IsSimpleG

true

(3)

Compatibility

• 

The GroupTheory[HaradaNortonGroup] command was introduced in Maple 17.

• 

For more information on Maple 17 changes, see Updates in Maple 17.

See Also

GroupTheory[GroupOrder]

GroupTheory[IsSimple]

GroupTheory[Monster]

 


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