Bott periodicity and stable quantum classes

Mathematics – Symplectic Geometry

Scientific paper

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Large sections rewritten. Slightly expanded arguments. Fixed an error in topology

Scientific paper

We use Bott periodicity to relate previously defined quantum classes to certain "exotic Chern classes" on $BU$. This provides an interesting computational and theoretical framework for some Gromov-Witten invariants connected with cohomological field theories. This framework has applications to study of higher dimensional, Hamiltonian rigidity aspects of Hofer geometry of $ \mathbb{CP} ^{n}$, one of which we discuss here.

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