A criterion for coarse iterability
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A criterion for coarse iterability

  • Author(s): Fuchs, Gunter
  • Neeman, Itay
  • Schindler, Ralf
  • et al.
Abstract

The main result of this paper is the following theorem: Let M be a premouse with a top extender, F. Suppose that (a) M is linearly coarsely iterable via hitting F and its images, and (b) if M * is a linear iterate of M as in (a), then M * is coarsely iterable with respect to iteration trees which do not use the top extender of M * and its images. Then M is coarsely iterable.

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