A topological proof of theorems of Bott and Borel-Hirzeburch for homotopy groups of unitary groups
From MaRDI portal
Publication:3292129
DOI10.1215/kjm/1250776701zbMath0106.16403OpenAlexW1552023464MaRDI QIDQ3292129
Publication date: 1959
Published in: Kyoto Journal of Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1215/kjm/1250776701
Related Items
On the group of equivariant self equivalences of free actions, On Samelson products in \(p\)-localized unitary groups, A number-theoretic approach to homotopy exponents of \(\text{SU}(n)\), Applications of fibre bundles to the certain class of \(C^*\)-algebras, Metastable complex vector bundles over complex projective spaces, The odd primary homology of \(SU(n), Sp(n)\) and \(Spin(n)\)-gauge groups, Some calculations in the unstable Adams-Novikov spectral sequence, The smooth Whitehead spectrum of a point at odd regular primes, Generalized Homology Theories, Homotopy groups of the spaces of self-maps of Lie groups, A new approach to twisted \(K\)-theory of compact Lie groups, $2$-Primary components of the homotopy groups of some Lie groups, Odd primary homotopy decompositions of gauge groups, Generating varieties, Bott periodicity and instantons, The homotopy types of \(SU(3)\)-gauge groups over simply connected 4-manifolds, Some homotopy of stunted complex projective space, The homotopy types of \(U(n)\)-gauge groups over lens spaces, Derivations and automorphisms of operator algebras, Stable self maps of the quaternionic (quasi-)projective space, On the stable Hurewicz image of some stunted projective spaces. I, On the stable Hurewicz image of some stunted projective spaces. II, The periodicity theorem for the classical groups and some of its applications, A survey of homotopy theory, A formula on Stirling numbers of the second kind and its application to the unstable \(K\)-theory of stunted complex projective spaces