Applies K-theory to compute classical topological invariants of homogeneous spaces for classical and exceptional Lie groups, focusing on four Rosenfeld projective planes.
On the cohomology groups of the classifying space for the stable spinor groups
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The classical topological invariants of homogeneous spaces
Applies K-theory to compute classical topological invariants of homogeneous spaces for classical and exceptional Lie groups, focusing on four Rosenfeld projective planes.