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SymplectomorphismCategory of topological spacesFunctor categorySymplectic manifoldGrothendieck topologyComplex lie groupSubcategoryFundamental groupMonoidSymplectic geometryModel categoryEquivariant cohomologyCategory of small categoriesHolomorphic vector bundleInitial and terminal objectsMorphismCovering groupPushforwardSubmanifoldIsogenyClosed monoidal categoryCategory of modulesToposRepresentable functorNatural transformationMonoidal functorMonoidal categoryInvariant manifoldModuli of algebraic curvesEnriched categoryAbelian categoryFloer homologyIsometry groupCotangent bundleFundamental groupoidAffine groupPoisson manifoldFinite morphismSymplectic vector spaceCongruenceQuotient categoryLie algebra extensionTriangulated categoryConcrete categoryCartan decompositionCayley's theoremMapping class groupAssociated bundleCauchy surfaceHom functorCohomologyEquivariant sheafLattice of subgroupsAlgebraic groupToric varietyGeometric topologyEuclidean groupMetrizable spaceSymmetric spaceSpin structureGroup cohomologyBundle mapSymmetric monoidal categoryConnectionFundamental representationCoproductTangent bundleLocal diffeomorphismHyperbolic groupLefschetz fixed-point theoremGeometric group theoryCartesian closed categoryGroup actionProjective representationOperator algebraFunctorEuclidean topologyCohomology ringDerived categoryHomomorphismMorphism of algebraic varietiesLatticeDerivative of the exponential mapHomographyKleinian groupExponential mapL-functionProjectionStein manifoldHomotopy groupPicard groupCompact groupProduct categoryGraph homologyCotangent complexImageHopf fibrationProductFrobenius algebraComplemented subspace