AbstractIn Iliadis (2005) [4] base dimension-like functions of the type ind were introduced. These functions were studied only with respect to the property of universality. Here, we study these functions with respect to other standard properties of dimension theory. We present theorems concerning subspace theorems, partition theorems, sum theorems, and product theorems. Finally, we give some open questions concerning these functions
The main objective of this thesis is to give an up-to-date account of several dimension functions an...
AbstractThe question on realizability or nonrealizability of various subsystems of the system consis...
Almost zero-dimensionality is a relatively new dimension theoretic concept that fits neatly between ...
AbstractIn Iliadis (2005) [4] positional dimension-like functions of the type ind are given. All the...
AbstractIn [S.D. Iliadis, Universal Spaces and Mappings, North-Holland Math. Stud., vol. 198, Elsevi...
AbstractIn Iliadis (2005) [4] base dimension-like functions of the type ind were introduced. These f...
AbstractIn the paper [A.K. O' Connor, A new approach to dimension, Acta Math. Hungar. 55 (1–2) (1990...
AbstractWe solve some problems concerning dimension function K-Ind (K is a class of finite simplicia...
summary:The universality problem focuses on finding universal spaces in classes of topological space...
Abstract. For dimension Dind introduced by A. Arhangel’skij (cf. [2]) we prove that Dind is finite i...
In the paper two dimensions, denoted by dm and Dm, are defined in the class of all Hausdorff spaces....
As surprising as it may seem, there exist infinitely differentiable functions which are nowhere anal...
This thesis was completed and submitted at Nipissing University, and is made freely accessible throu...
AbstractS.D. Iliadis introduced the concept of the dimension-like functions of type dim using the no...
AbstractWe study the extraordinary dimension function dimL introduced by Ščepin. An axiomatic charac...
The main objective of this thesis is to give an up-to-date account of several dimension functions an...
AbstractThe question on realizability or nonrealizability of various subsystems of the system consis...
Almost zero-dimensionality is a relatively new dimension theoretic concept that fits neatly between ...
AbstractIn Iliadis (2005) [4] positional dimension-like functions of the type ind are given. All the...
AbstractIn [S.D. Iliadis, Universal Spaces and Mappings, North-Holland Math. Stud., vol. 198, Elsevi...
AbstractIn Iliadis (2005) [4] base dimension-like functions of the type ind were introduced. These f...
AbstractIn the paper [A.K. O' Connor, A new approach to dimension, Acta Math. Hungar. 55 (1–2) (1990...
AbstractWe solve some problems concerning dimension function K-Ind (K is a class of finite simplicia...
summary:The universality problem focuses on finding universal spaces in classes of topological space...
Abstract. For dimension Dind introduced by A. Arhangel’skij (cf. [2]) we prove that Dind is finite i...
In the paper two dimensions, denoted by dm and Dm, are defined in the class of all Hausdorff spaces....
As surprising as it may seem, there exist infinitely differentiable functions which are nowhere anal...
This thesis was completed and submitted at Nipissing University, and is made freely accessible throu...
AbstractS.D. Iliadis introduced the concept of the dimension-like functions of type dim using the no...
AbstractWe study the extraordinary dimension function dimL introduced by Ščepin. An axiomatic charac...
The main objective of this thesis is to give an up-to-date account of several dimension functions an...
AbstractThe question on realizability or nonrealizability of various subsystems of the system consis...
Almost zero-dimensionality is a relatively new dimension theoretic concept that fits neatly between ...
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