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Ergodicity of certain Markov chains and iterated function systems (Ergodicity)
Date: | 1.1.1994-31.12.1998 |
Code: | K6615 |
Department: | Åbo Akademi University / Faculty of Mathematics and Natural Sciences (MNF), Dept. of Matehematics |
Address: |
Fänriksgatan 3 B II vån, FIN-20500 Åbo
Phone +358-2-2154 224 Fax +358-2-2154 865 E-mail goran.hognas@abo.fi |
Project leader: |
FD Göran Högnäs, professor
(1.1.1994-31.12.1998) |
Type of research: |
0 (0=Within duty, 1=Ordered research, 2=Co-operation)
- basic research 100 % |
Man months: | Totally: 30 months |
Contacts: | Erasmus-nätverk (Twente); bilaterala (Dresden, Umeå); nationella (Helsingfors universitets Graduate School in analysis and logic och projektet Stokastiset prosessit ja niiden sovellukset). |
Keywords: | matematiska teorier, matemaattiset teoriat, entydigt invariant mått, ickelinjära autoregressiva processer, Eltons ergodteorem, svag konvergens, unique invariant measure, nonlinear autoregressive processes, Elton's ergodic theorem, weak convergence, |
Consider the following general discrete-time Markov chain model on some topological space E (in most applications a subset of /Re^^
26.3.1996 / 27.3.1996