Intersections and limits of regenerative sets |
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| Authors: | P. J. Fitzsimmons Bert Fristedt B. Maisonneuve |
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| Affiliation: | (1) Department of Mathematical Sciences, University of Akron, 44325 Akron, OH, USA;(2) School of Mathematics, University of Minnesota, 55455 Minneapolis, MN, USA;(3) I.M.S.S., 47X-38040 Grenoble Cedex, France |
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| Abstract: | Summary Regenerative subsets of ℝ constitute an analog of classical renewal processes. Limits and intersections of independent regenerative sets are discussed. These ideas are related to the usual quantities associated with subordinators. Portions of this work appeared in the author's Ph.D. dissertation, written under the direction of Kenneth J. Hochberg of Case Western Reserve University Research partially supported by National Science Foundation Grant MCS83-01080 |
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