We introduce countably Markov interval functions and show that two inverse limits with countably Markov interval bonding functions are homeomorphic if the functions follow the same pattern. This result presents a generalization of results of S. Holte, and I. Banič and T. Lunder
We study inverse limits with set-valued functions using a pull-back construction and representing th...
We show that the Menger curve can be represented as a set-valued inverse limit of intervals [0,1] wi...
AbstractIn Banič, Črepnjak, Merhar and Milutinović (2010) [2] the authors proved that if a sequence ...
We introduce countably Markov interval functions and show that two inverse limits with countably Mar...
We introduce Markov-like functions on intervals as a generalization of generalized Markov interval f...
AbstractInverse limit spaces of one-dimensional continua frequently appear as attractors in dissipat...
Disertacija se ukvarja s študijem posebnih tipov posplošenih inverznih limit. V disertaciji smo uspe...
For any continuous single-valued functions (f,g: [0,1] rightarrow [0,1]) we define upper semicontinu...
AbstractIn this paper we construct a measure for inverse limit spaces of piecewise monotone interval...
Markov interval maps were introduced by S. Holte [5] in 2002 and she showed that any two inverse lim...
We give a characterization of inverse sequences with upper semicontinuous bonding functions fi:[0,1]...
We begin to answer the question of which continua can be homeomorphic to an inverse limit with a sin...
V diplomskem delu je predstavljeno, katera zaporedja markovskih preslikav tvorijo inverzne limite, k...
We construct a family of upper semi-continuous set-valued functions f:[0,1] → 2[0,1] (belonging to t...
In this paper we investigate the countable-dimensionality of the inverse limit spaces. Section One c...
We study inverse limits with set-valued functions using a pull-back construction and representing th...
We show that the Menger curve can be represented as a set-valued inverse limit of intervals [0,1] wi...
AbstractIn Banič, Črepnjak, Merhar and Milutinović (2010) [2] the authors proved that if a sequence ...
We introduce countably Markov interval functions and show that two inverse limits with countably Mar...
We introduce Markov-like functions on intervals as a generalization of generalized Markov interval f...
AbstractInverse limit spaces of one-dimensional continua frequently appear as attractors in dissipat...
Disertacija se ukvarja s študijem posebnih tipov posplošenih inverznih limit. V disertaciji smo uspe...
For any continuous single-valued functions (f,g: [0,1] rightarrow [0,1]) we define upper semicontinu...
AbstractIn this paper we construct a measure for inverse limit spaces of piecewise monotone interval...
Markov interval maps were introduced by S. Holte [5] in 2002 and she showed that any two inverse lim...
We give a characterization of inverse sequences with upper semicontinuous bonding functions fi:[0,1]...
We begin to answer the question of which continua can be homeomorphic to an inverse limit with a sin...
V diplomskem delu je predstavljeno, katera zaporedja markovskih preslikav tvorijo inverzne limite, k...
We construct a family of upper semi-continuous set-valued functions f:[0,1] → 2[0,1] (belonging to t...
In this paper we investigate the countable-dimensionality of the inverse limit spaces. Section One c...
We study inverse limits with set-valued functions using a pull-back construction and representing th...
We show that the Menger curve can be represented as a set-valued inverse limit of intervals [0,1] wi...
AbstractIn Banič, Črepnjak, Merhar and Milutinović (2010) [2] the authors proved that if a sequence ...
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