The Ordinary Weight conjecture and Dade's Projective Conjecture for p-blocks with an extra-special defect group
Let \(p\) be a rational odd prime number, \(G\) be a finite group such that \(|G|=p^am\), with \(p \nmid m\). Let \(B\) be a \(p\)-block of \(G\) with a defect group \(E\) which is an extra-special \(p\)-group of order \(p^3\) and exponent \(p\). Consider a fixed maximal \((G, B)\)-subpair \((E, b_E...
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University of Birmingham
2004
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| Online Access: | https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.489616 |