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As far as I know, If you consider the corresponding categories as Tannakian categories, they are not isomophicisomorphic, for you can rediscover the group from the Tannakian category (as its fundamental gp?)
As far as I know, If you consider the corresponding categories as Tannakian categories, they are not isomophic, for you can rediscover the group from the Tannakian category (as its fundamental gp?)
As far as I know, If you consider the corresponding categories as Tannakian categories, they are not isomorphic, for you can rediscover the group from the Tannakian category (as its fundamental gp?)
As far as I know, If you consider the corresponding categories as Tannakian categories, they are not isomophic, for you can rediscover the group from the Tannakian category (as its fundamental gp?)