KnowraCamille JordanLinked fromLinked fromThe 10 pages that link to Camille Jordan, each with the reason it gives.All 10Related 10Henri PoincaréRelated: Jordan’s research provided a major contemporary context for Poincaré’s work on transformation groups.Évariste GaloisRelated: Jordan's work made the theory more accessible and influential in later nineteenth-century mathematics.Jordan curve theoremRelated: His 1887 proof gave the result its name, though its rigor was later disputed.Simple groupRelated: His work helped establish the role of simple factors in finite group structure.Henri LebesgueRelated: Jordan’s integration theory preceded and helped frame Lebesgue’s broader approach.Finite simple groupRelated: His work formalized composition series, whose factors are finite simple groups.Classification of finite simple groupsRelated: Jordan’s work on permutation groups helped shape the subject’s early study of simple groups.Jordan decompositionRelated: Jordan's work on canonical forms supplied the matrix setting behind the decomposition's name.Jordan–Chevalley decompositionRelated: Jordan’s canonical-form theory makes the semisimple and nilpotent parts visible block by block.Dirichlet–Jordan testRelated: Jordan extended Fourier convergence results to functions of bounded variation.