AbstractIn this paper we construct a measure for inverse limit spaces of piecewise monotone interval maps. The measure is constructed so as to give equal weights to the preimages of a point under the bonding map. Then we study metric attractors for the inverse limit under this measure
AbstractThere are uncountably many distinct inverse limit spaces that can be formed with unimodal ma...
AbstractWe show that a finite graph that is the inverse limit with a single surjective upper semi-co...
AbstractIn this paper we investigate inverse limits on [0,1] using a single bonding map chosen from ...
AbstractIn this paper we construct a measure for inverse limit spaces of piecewise monotone interval...
AbstractIn this paper we examine the inverse limits generated by inverse sequences on [0,1] with uni...
AbstractInverse limit spaces of one-dimensional continua frequently appear as attractors in dissipat...
AbstractLet I be a closed interval and f : I → I be continuous. We investigate the structure of the ...
AbstractA Θn,L graph is defined to be a compact, connected, locally connected metric space which is ...
AbstractIn 1986 Marcy Barge showed that the full attracting sets of maps similar to Smale's horsesho...
AbstractLet f:G→G be a strictly piecewise monotone continuous map on a finite graph G. By investigat...
Abstract. Motivated by problems from dynamic economic mod-els, we consider the problem of defining a...
AbstractIn this paper we use tools from topology and dynamical systems to analyze the structure of s...
AbstractThe results of this paper relate the dynamics of a continuous map ƒ of the circle and the to...
AbstractFor an arbitrary Cr unimodal map f, its inverse limit space X is embedded in a planar region...
We introduce countably Markov interval functions and show that two inverse limits with countably Mar...
AbstractThere are uncountably many distinct inverse limit spaces that can be formed with unimodal ma...
AbstractWe show that a finite graph that is the inverse limit with a single surjective upper semi-co...
AbstractIn this paper we investigate inverse limits on [0,1] using a single bonding map chosen from ...
AbstractIn this paper we construct a measure for inverse limit spaces of piecewise monotone interval...
AbstractIn this paper we examine the inverse limits generated by inverse sequences on [0,1] with uni...
AbstractInverse limit spaces of one-dimensional continua frequently appear as attractors in dissipat...
AbstractLet I be a closed interval and f : I → I be continuous. We investigate the structure of the ...
AbstractA Θn,L graph is defined to be a compact, connected, locally connected metric space which is ...
AbstractIn 1986 Marcy Barge showed that the full attracting sets of maps similar to Smale's horsesho...
AbstractLet f:G→G be a strictly piecewise monotone continuous map on a finite graph G. By investigat...
Abstract. Motivated by problems from dynamic economic mod-els, we consider the problem of defining a...
AbstractIn this paper we use tools from topology and dynamical systems to analyze the structure of s...
AbstractThe results of this paper relate the dynamics of a continuous map ƒ of the circle and the to...
AbstractFor an arbitrary Cr unimodal map f, its inverse limit space X is embedded in a planar region...
We introduce countably Markov interval functions and show that two inverse limits with countably Mar...
AbstractThere are uncountably many distinct inverse limit spaces that can be formed with unimodal ma...
AbstractWe show that a finite graph that is the inverse limit with a single surjective upper semi-co...
AbstractIn this paper we investigate inverse limits on [0,1] using a single bonding map chosen from ...
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