Ree2F4 - Maple Help
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GroupTheory

  

Ree2F4

 

Calling Sequence

Parameters

Description

Examples

Compatibility

Calling Sequence

Ree2F4( q )

Parameters

q

-

{posint,algebraic}; an odd power of , or an expression

Description

• 

The Ree groups  , for an odd power  of , are a series of (typically) simple groups of Lie type, first constructed by R. Ree. They are defined only for  an odd power of  (where, here, ).

• 

The Ree2F4( q ) command constructs a symbolic group representing the large Ree group  .

• 

The large Ree groups  are simple for all odd powers  of  greater than , but  is not simple. Its derived subgroup is the simple Tits group.

Examples

(1)

(2)

(3)

(4)

(5)

(6)

(7)

Compatibility

• 

The GroupTheory[Ree2F4] command was introduced in Maple 2021.

• 

For more information on Maple 2021 changes, see Updates in Maple 2021.

See Also

GroupTheory

GroupTheory[ExceptionalGroup]

GroupTheory[IsSimple]

GroupTheory[Ree2G2]

GroupTheory[Suzuki2B2]

GroupTheory[TitsGroup]

 


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