Atiyah Real K-theory computations for C2-projective spaces enable immersions into regular representation multiples and yield an equivariant analogue of James periodicity.
The RO (C_4) cohomology of the infinite real projective space
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Immersions of $C_2$-projective spaces via $K\mathbb{R}$-theory
Atiyah Real K-theory computations for C2-projective spaces enable immersions into regular representation multiples and yield an equivariant analogue of James periodicity.