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
AbstractIn Banič, Črepnjak, Merhar and Milutinović (2010) [2] the authors proved that if a sequence ...
AbstractIn this paper we examine the inverse limits generated by inverse sequences on [0,1] with uni...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
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...
V diplomskem delu je predstavljeno, katera zaporedja markovskih preslikav tvorijo inverzne limite, k...
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...
In this paper we investigate the countable-dimensionality of the inverse limit spaces. Section One c...
We construct a family of upper semi-continuous set-valued functions f:[0,1] → 2[0,1] (belonging to t...
AbstractIn Banič, Črepnjak, Merhar and Milutinović (2010) [2] the authors proved that if a sequence ...
AbstractIn this paper we examine the inverse limits generated by inverse sequences on [0,1] with uni...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
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...
V diplomskem delu je predstavljeno, katera zaporedja markovskih preslikav tvorijo inverzne limite, k...
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...
In this paper we investigate the countable-dimensionality of the inverse limit spaces. Section One c...
We construct a family of upper semi-continuous set-valued functions f:[0,1] → 2[0,1] (belonging to t...
AbstractIn Banič, Črepnjak, Merhar and Milutinović (2010) [2] the authors proved that if a sequence ...
AbstractIn this paper we examine the inverse limits generated by inverse sequences on [0,1] with uni...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
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