Abstract
We show that for the split and non-split extensions ofFq2bySL (2, q) (q= 2e,e≥ 3), the group association schemes have the same parameters but are not isomorphic. For the split and non-split extensions ofFq2by the standard Borel subgroup of SL(2,q ) (q= 2e, e≥ 3), the group association schemes are shown to be isomorphic.
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