Fixed point sets of autohomeomorphisms of uncountable products

@article{Chigogidze1997FixedPS,
  title={Fixed point sets of autohomeomorphisms of uncountable products},
  author={A. Chigogidze and John R. Martin},
  journal={Topology and its Applications},
  year={1997},
  volume={80},
  pages={63-71}
}
Abstract It is shown that every nonempty closed subset of any uncountable power of a metrizable compact group (or the real line or the irrationals) is the fixed point set an autohomeomorphism of that power. 
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