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equivalences and splendid Rickard equivalences" ORDER="5"/><mets:div ID="log3901268" TYPE="section" LABEL="First properties of splendid complexes" ORDER="6"/><mets:div ID="log3901271" TYPE="section" LABEL="Brauer categories and splendid Rickard equivalences" ORDER="7"/><mets:div ID="log3901274" TYPE="section" LABEL="Properties of splendid Rickard equivalences" ORDER="8"/><mets:div ID="log3901276" TYPE="section" LABEL="Lifting Rickard equivalences" ORDER="9"/><mets:div ID="log3901279" TYPE="section" LABEL="Descent of Rickard equivalences" ORDER="10"/><mets:div ID="log3901282" TYPE="section" LABEL="Morita equivalences and Clifford theory of characters" ORDER="11"/><mets:div ID="log3901284" TYPE="section" LABEL="Rickard equivalences for the normalizer" ORDER="12"/><mets:div ID="log3901287" TYPE="section" LABEL="The Brauer functor and Clifford theory" ORDER="13"/><mets:div ID="log3901291" TYPE="section" LABEL="The Harris–Knörr correspondence" ORDER="14"/><mets:div ID="log3901294" TYPE="section" LABEL="Splendid Rickard equivalences and Clifford theory" ORDER="15"/></mets:div><mets:div ID="log3901298" TYPE="section" LABEL="Deligne–Lusztig theory and disconnected reductive groups " ORDER="2"><mets:div ID="log3901299" TYPE="section" LABEL="Disconnected reductive algebraic groups" ORDER="1"/><mets:div ID="log3901301" TYPE="section" LABEL="-adic cohomology of Deligne–Lusztig varieties" ORDER="2"/><mets:div ID="log3901303" TYPE="section" LABEL="Properties of Deligne–Lusztig varieties" ORDER="3"/><mets:div ID="log3901308" TYPE="section" LABEL="Godement resolutions" ORDER="4"/><mets:div ID="log3901310" TYPE="section" LABEL="Isogenies" ORDER="5"/><mets:div ID="log3901311" TYPE="section" LABEL="Duality for connected reductive groups" ORDER="6"/><mets:div ID="log3901314" TYPE="section" LABEL="Levi subgroups, isogenies and duality" ORDER="7"/><mets:div ID="log3901317" TYPE="section" LABEL="Rational Lusztig series for connected reductive groups" ORDER="8"/><mets:div ID="log3901320" TYPE="section" LABEL="Lusztig series for disconnected reductive groups" ORDER="9"/><mets:div ID="log3901323" TYPE="section" LABEL="Lusztig series and Brauer morphism" ORDER="10"/><mets:div ID="log3901325" TYPE="section" LABEL="Regular embedding and Lusztig series" ORDER="11"/><mets:div ID="log3901327" TYPE="section" LABEL="The Bonnafé–Dat–Rouquier Morita equivalence" ORDER="12"/></mets:div><mets:div ID="log3901332" TYPE="section" LABEL="On the Bonnafé, Dat and Rouquier Morita equivalence" ORDER="3"><mets:div ID="log3901333" TYPE="section" LABEL="A remark on Clifford theory" ORDER="1"/><mets:div ID="log3901336" TYPE="section" LABEL="Steinberg relation" ORDER="2"/><mets:div ID="log3901338" TYPE="section" LABEL="Notation" ORDER="3"/><mets:div ID="log3901340" TYPE="section" LABEL="Classifying semisimple conjugacy classes" ORDER="4"/><mets:div ID="log3901345" TYPE="section" LABEL="Computations in the Weyl group" ORDER="5"/><mets:div ID="log3901350" TYPE="section" LABEL="Representation theory" ORDER="6"/><mets:div ID="log3901355" TYPE="section" LABEL="Proof of Morita equivalence" ORDER="7"/></mets:div><mets:div ID="log3901359" TYPE="section" LABEL="Equivariant Morita equivalence and local equivalences" ORDER="4"><mets:div ID="log3901360" TYPE="section" LABEL="Automorphisms of simple groups of Lie type" ORDER="1"/><mets:div ID="log3901363" TYPE="section" LABEL="Equivariance of Deligne–Lusztig induction" ORDER="2"/><mets:div ID="log3901366" TYPE="section" LABEL="Automorphisms and stabilizers of idempotents" ORDER="3"/><mets:div ID="log3901371" TYPE="section" LABEL="Generalizations to disconnected reductive groups" ORDER="4"/><mets:div ID="log3901374" TYPE="section" LABEL="Independence of Godement resolution" ORDER="5"/><mets:div ID="log3901377" TYPE="section" LABEL="Comparing Rickard and Morita equivalences" ORDER="6"/><mets:div ID="log3901379" TYPE="section" LABEL="Morita equivalences for local subgroups" ORDER="7"/></mets:div><mets:div ID="log3901382" TYPE="section" LABEL="Extending the Morita equivalence" ORDER="5"><mets:div ID="log3901383" TYPE="section" LABEL="Disconnected reductive groups and Morita equivalences" ORDER="1"/><mets:div ID="log3901385" TYPE="section" LABEL="Local equivalences" ORDER="2"/><mets:div ID="log3901388" TYPE="section" LABEL="Restriction of scalars for Deligne–Lusztig varieties" ORDER="3"/><mets:div ID="log3901391" TYPE="section" LABEL="Duality in the context of restriction of scalars" ORDER="4"/><mets:div ID="log3901394" TYPE="section" LABEL="Comparing Weyl groups" ORDER="5"/><mets:div ID="log3901398" TYPE="section" LABEL="Restriction of scalars and Lusztig series" ORDER="6"/><mets:div ID="log3901401" TYPE="section" LABEL="Restriction of scalars and Jordan decomposition of characters" ORDER="7"/><mets:div ID="log3901404" TYPE="section" LABEL="Reduction to isolated series" ORDER="8"/><mets:div ID="log3901408" TYPE="section" LABEL="Jordan decomposition for local subgroups" ORDER="9"/></mets:div><mets:div ID="log3901413" TYPE="section" LABEL="Application to the inductive Alperin–McKay condition" ORDER="6"><mets:div ID="log3901414" TYPE="section" LABEL="The inductive Alperin–McKay condition" ORDER="1"/><mets:div ID="log3901419" TYPE="section" LABEL="A criterion for block isomorphic character triples" ORDER="2"/><mets:div ID="log3901421" TYPE="section" LABEL="A condition on the stabilizer and the inductive conditions" ORDER="3"/><mets:div ID="log3901425" TYPE="section" LABEL="Extension of characters" ORDER="4"/><mets:div ID="log3901427" TYPE="section" LABEL="The case D4" ORDER="5"/><mets:div ID="log3901430" TYPE="section" LABEL="A first reduction of the iAM-condition" ORDER="6"/><mets:div ID="log3901436" TYPE="section" LABEL="Quasi-isolated blocks" ORDER="7"/><mets:div ID="log3901441" TYPE="section" LABEL="Normal subgroups and character triple bijections" ORDER="8"/><mets:div ID="log3901443" TYPE="section" LABEL="Application of character triples" 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