K. Karvounis

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20152019

most citedThe BMM symmetrising trace conjecture for groups

G_{4}, G_{5}, G_{6}, G_{7}, G_{8}

13 citations · 13 across the 1 of their papers we have counts for

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math.RT2018★ 13 cited

The BMM symmetrising trace conjecture for groups $G_{4}, G_{5}, G_{6}, G_{7}, G_{8}$

Christina Boura, Eirini Chavli, Maria Chlouveraki +1

We prove the BMM symmetrising trace conjecture for the exceptional complex reflection groups $G_{4}, G_{5}, G_{6}, G_{7}, G_{8}$ using a combination of algorithms programmed in different…

The BMM symmetrising trace conjecture for groups G4​,G5​,G6​,G7​,G8​

The BMM symmetrising trace conjecture for groups $G_{4}, G_{5}, G_{6}, G_{7}, G_{8}$