Positive operators and hausdorff dimension of invariant sets

RecordNumber
71
Author
Nussbaum, Roger D.
ArticleLanguage
English
Title of Article
Positive operators and hausdorff dimension of invariant sets
Title Of Periodical
American Mathematical Society. Transactions
Author Statement
Roger D. Nussbaum, Amit Priyadarshi, Sjoerd Verduyn Lunel
Frequency
Monthly
Publish State
Providence, RI:AMS،2012
E ISSN
0002-9947
Journal WebSite
http://www.ams.org/tran
Email Address
ams@ams.org
Year
2012
Month
February
Volume
364
Number
2
Page
1029-1066
Descriptors
Positive operators , Hausdorff dimension , Invariant sets , Mauldin and Williams idea , Self-similarity , Graph self-similarity , Perron-Frobenius operators , Bounded complete metric spaces , Infinitesimal similitude , Infinite iterated function systems , Cartesian product topology , Perron-Frobenius operator L , Caratheodory-Reiffen-Finsler (CRF) metric , Banach spaces
Main Class
510
Date
2012
Date of Article
October 2011
Link To Document :
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