ChevalleyF4( q )
algebraic; an algebraic expression, taken to be a prime power
The Chevalley group F4⁡q , for a prime power q, is a simple group of Lie type.
The ChevalleyF4( q ) command returns a permutation group isomorphic to the Chevalley group F4⁡q , for q=2. For non-numeric values of the argument q, or for prime powers q larger than 2, a symbolic group representing the group F4⁡q is returned.
G ≔ ChevalleyF4⁡2:
If the value of the prime power q is too large, or if q is a non-numeric expression, then a symbolic group representing F4⁡q is returned.
G ≔ ChevalleyF4⁡5
Error, (in GroupTheory:-Generators) cannot compute the generators of a symbolic group
G ≔ ChevalleyF4⁡q
The GroupTheory[ChevalleyF4] command was introduced in Maple 2021.
For more information on Maple 2021 changes, see Updates in Maple 2021.
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