Revision #504 → #1077 · back to history
addedChern classes as topological invariants5132f7354ada
addedChern classes distinguish bundles2c643fd3a4c0
addedChern classes as curvature polynomials87d06ada19d2
addedChern classes via pullback of universal bundle2f601d6ab163
addedHomotopy of classifying maps382f08c8661b
addedHairy ball theorem motivationcce07fb31b96
addedFirst Chern class of a line bundle9a35bd0be655
addedFirst Chern class equals Euler class (line bundle)2347f7396b84
addedClassification of line bundles by first Chern class2568c59c6aff
addedTensor product corresponds to addition4260dc0ee71f
addedChern classes not complete in higher rank01b6b553f2b1
addedChern form via characteristic polynomial4b1ad81370db
addedCurvature formacb09271fe69
addedChern classes independent of connection7f5ef973df4c
addedTop Chern class as Euler class2e9da3a67c73
addedLower Chern classes via base changeb326c9727ae0
addedComplex hairy ball theorem1ff7990a08c6
addedFirst Chern class of trivial bundle is zeroce04f513190e
addedEuler sequence on projective space20cf143d8065
addedTotal Chern class of projective space0297460af22a
addedChern polynomial575ee68a5807
addedChern polynomial determined by total Chern class3a22b3e169c0
addedChern polynomial additivity (Whitney sum)0d260a70e0c8
addedChern roots3d7870a6a275
addedSplitting principle factorizationca9ec4e71bdd
addedChern character7dc59c227425
addedTodd class48881de595c5
addedClassifying space with tautological bundle52499f3bdb11
addedBorel's theorem on cohomology of Grassmannianadee408c479b
addedCharacteristic classes are polynomials in Chern classese079334d91e5
addedCharacteristic class as natural transformationd0344f141017
addedYoneda: ring of characteristic classes8637487fa795
addedChern classes of dual bundle2d21e2d14405
addedChern class formula for line bundle tensor60859c9be07f
addedChern classes via Chern roots4e9471d7edec
addedChern classes of line bundles on projective space1d49946d6b69
addedk-th Chern class736db74269a3
addedTotal Chern class0c1ebb41b9da
addedClassical Chern class axioms7dd9ee00eea0
addedGrothendieck's Chern class axioms810e9855850e
addedLeray–Hirsch theorem06372f7a1ba1
addedGrothendieck Chern classes via projectivizatione6ca6d92a630
addedChern classes vanish above rank4a88f0ef2907
addedTop Chern class equals Euler class1e7f67d4c5bb
addedChern classes in the Chow ring6f5d7bd709de
addedNormal sequence of a smooth subvarietyb6cc1b3ca693
addedQuintic threefoldac583f6bbf76
addedDegree d hypersurfaces38b5a8a7bb7b
addedEven-degree hypersurfaces are spin7f8249e8fb5a
addedChern character82c146e76460
addedChern character is a ring homomorphismda1e517d269e
addedChern number7010b9942396
addedNumber of Chern numbers equals partitionsc8dddeac450d
addedChern numbers of a manifold615ee99d32af
addedFirst Chern class via formal group law848a2b28e38b
addedFirst Chern class on Chow groups841810452439
addedChern classes of an almost complex manifolde2e0a6adaea4
addedCobordism and Chern numbers71c89d62cadb
addedChern class of symplectic manifolds7363d70d76ce