Marsh, M. M., California State University, Sacramento, CA 95819 (email@example.com).
Inverse limits of projective spaces and the fixed point property, pp. 945-957.
ABSTRACT. We consider inverse limits of even dimensional projective spaces with essential bonding mappings. J. Segal and T. Watanabe have shown that such inverse limits on complex projective space will have the fixed point property. We obtain some positive fixed point results for both the real and quaternionic projective spaces and we correct an error related to the real projective case in the author's paper Covering Spaces, Inverse Limits, and Induced Coincidence Producing Mappings.
Inverse limits of projective spaces and the fixed point property, Vol 36, No.3
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