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Creators/Authors contains: "Sobaje, Paul"

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  1. Abstract In this paper the authors produce a projective indecomposable module for the Frobenius kernel of a simple algebraic group in characteristic p that is not the restriction of an indecomposable tilting module. This yields a counterexample to Donkin’s longstanding Tilting Module Conjecture. The authors also produce a Weyl module that does not admit a p -Weyl filtration. This answers an old question of Jantzen, and also provides a counterexample to the {(p,r)} -Filtration Conjecture. 
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