Abstract
We compute the Φe-modular decomposition matrices for the generic Iwahori–Hecke algebras of typeI2(m) form∈N,m>2,H3, andH4, for alle∈N leading to nontrivial decomposition maps. The results are obtained by a combined use of different ideas from computational representation theory and by application of the computer algebra systemsGAP,CHEVIE,VectorEnumeratorandMeatAxe.
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