other · zvestiya of the National Academy of Sciences of Belarus (National Academy of Sciences of Belarus) · 2012
Overlapping iterated function systems on a segment
Barnsley M., Igudesman K.
Cited by 0Abstract and details only
Abstract
Overlapping iterated function systems generate families of injective mappings from the attractor onto shift-invariant subsets of the code space. In this paper we consider an example of such a family for the uniformly linear systems of iterated functions on the unit segment. © Allerton Press, Inc., 2012.
Cite this paper
M., B., & K., I. (2012). Overlapping iterated function systems on a segment. zvestiya of the National Academy of Sciences of Belarus (National Academy of Sciences of Belarus).
M., Barnsley, and Igudesman K. “Overlapping iterated function systems on a segment.” zvestiya of the National Academy of Sciences of Belarus (National Academy of Sciences of Belarus), 2012.
M., Barnsley, and Igudesman K. 2012. “Overlapping iterated function systems on a segment.” zvestiya of the National Academy of Sciences of Belarus (National Academy of Sciences of Belarus).
M., B. and K., I. (2012) ‘Overlapping iterated function systems on a segment’, zvestiya of the National Academy of Sciences of Belarus (National Academy of Sciences of Belarus).
@misc{m2012overlapping,
title = {{Overlapping iterated function systems on a segment}},
author = {M., Barnsley and K., Igudesman},
journal = {zvestiya of the National Academy of Sciences of Belarus (National Academy of Sciences of Belarus)},
year = {2012}
}Made from the index record. Check names, capitalisation and page numbers against the paper. Need another style? AI for Research has over 10,000.