Embeddings of the Pseudo-Circle in the 3-Sphere: Part I
by
Bobby Neal Winters
Pittsburg State University and Brigham Young University
Coauthors: Beverly Brechner, Mat Timm

A pseudo-circle is the unique planar, non-snake-like, hereditarily indecomposable circularly chainable continuum. In the paper it is shown that there exist countably many inequivalent unknotted PL embeddings of the pseudo-circle in the 3-sphere.

This is a talk over joint work with Beverly Brechner and Mat Timm. This speaker will concentrate on proving that certain PL embeddings are inequivalent and Mat Timm will present a talk showing that the PL restriction can be dropped.

Embeddings of the Pseudo-Circle in the 3-Sphere: Part II

Date received: January 31, 1996

Copyright © 1996 by the author(s). The author(s) of this document and the organizers of the conference have granted their consent to include this abstract in Atlas Conferences Inc. Document # caaa-25.