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ON PERFECT ISOMETRIES FOR TAME BLOCKS

  • RADHA KESSAR (a1) and MARKUS LINCKELMANN (a2)

Abstract

Any 2-block of a finite group G with a quaternion defect group Q8 is Morita equivalent to the corresponding block of the centraliser H of the unique involution of Q8 in G; this answers positively an earlier question raised by M. Broué.

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