1 |
2013 |
Applied general topology |
Pseudo perfectly continuous functions and closedness/compactness of their function spaces
Pseudo perfectly continuous functions and closedness/compactness of their function spaces
|
7
|
2 |
2013 |
Applied general topology |
Pseudo perfectly continuous functions and closedness/compactness of their function spaces
Pseudo perfectly continuous functions and closedness/compactness of their function spaces
|
7
|
3 |
2021 |
Applied general topology |
Convexity and freezing sets in digital topology
Convexity and freezing sets in digital topology
|
6
|
4 |
2014 |
Applied general topology |
Quadruple fixed point theorems for nonlinear contractions on partial metric spaces
Quadruple fixed point theorems for nonlinear contractions on partial metric spaces
|
5
|
5 |
2010 |
Applied general topology |
Between strong continuity and almost continuity
Between strong continuity and almost continuity
|
5
|
6 |
2019 |
Applied general topology |
Extremal balleans
Extremal balleans
|
5
|
7 |
2014 |
Applied general topology |
Quadruple fixed point theorems for nonlinear contractions on partial metric spaces
Quadruple fixed point theorems for nonlinear contractions on partial metric spaces
|
5
|
8 |
2020 |
Applied general topology |
Fixed point sets in digital topology, 2
Fixed point sets in digital topology, 2
|
5
|
9 |
2010 |
Applied general topology |
Between continuity and set connectedness
Between continuity and set connectedness
|
5
|
10 |
2014 |
Applied general topology |
Asymptotic structures of cardinals
Asymptotic structures of cardinals
|
4
|
11 |
2019 |
Applied general topology |
Remarks on fixed point assertions in digital topology, 3
Remarks on fixed point assertions in digital topology, 3
|
4
|
12 |
2020 |
Applied general topology |
Fixed poin sets in digital topology, 1
Fixed poin sets in digital topology, 1
|
4
|
13 |
2019 |
Applied general topology |
Remarks on Fixed Point Assertions in Digital Topology
Remarks on Fixed Point Assertions in Digital Topology
|
4
|
14 |
2014 |
Applied general topology |
Asymptotic structures of cardinals
Asymptotic structures of cardinals
|
4
|
15 |
2019 |
Applied general topology |
Remarks on fixed point assertions in digital topology, 2
Remarks on fixed point assertions in digital topology, 2
|
4
|
16 |
2008 |
Applied general topology |
Generalizations of Z-supercontinuous functions and Dδ-supercontinuous functions
Generalizations of Z-supercontinuous functions and Dδ-supercontinuous functions
|
4
|
17 |
2020 |
Applied general topology |
Remarks on fixed point assertions in digital topology, 4
Remarks on fixed point assertions in digital topology, 4
|
3
|
18 |
2012 |
Applied general topology |
Topological conditions for the representation of preorders by continuous utilities
Topological conditions for the representation of preorders by continuous utilities
|
3
|
19 |
2018 |
Applied general topology |
Alternate product adjacencies in digital topology
Alternate product adjacencies in digital topology
|
3
|
20 |
2016 |
Applied general topology |
Induced dynamics on the hyperspaces
Induced dynamics on the hyperspaces
|
3
|
21 |
2009 |
Applied general topology |
F-supercontinuous functions
F-supercontinuous functions
|
3
|
22 |
2012 |
Applied general topology |
Topological conditions for the representation of preorders by continuous utilities
Topological conditions for the representation of preorders by continuous utilities
|
3
|
23 |
2021 |
Applied general topology |
Metric spaces related to Abelian groups
Metric spaces related to Abelian groups
|
2
|
24 |
2014 |
Applied general topology |
Approximation in different smoothness spaces with the RAFU method
Approximation in different smoothness spaces with the RAFU method
|
2
|
25 |
2017 |
Applied general topology |
A decomposition of normality via a generalization of $\kappa$-normality
A decomposition of normality via a generalization of $\kappa$-normality
|
2
|
26 |
2006 |
Applied general topology |
Every infinite group can be generated by P-small subset
Every infinite group can be generated by P-small subset
|
2
|
27 |
2020 |
Proyecciones |
Fuzzy δ∗-almost continuous and fuzzy δ∗-continuous functions in mixed fuzzy ideal topological spaces
Fuzzy δ∗-almost continuous and fuzzy δ∗-continuous functions in mixed fuzzy ideal topological spaces
|
2
|
28 |
2014 |
Applied general topology |
Convergence "S"-compactifications
Convergence "S"-compactifications
|
2
|
29 |
2012 |
Applied general topology |
Hausdorff closed extensions of pre-uniform spaces
Hausdorff closed extensions of pre-uniform spaces
|
2
|
30 |
2021 |
Applied general topology |
Digital homotopic distance between digital functions
Digital homotopic distance between digital functions
|
2
|
31 |
2010 |
Applied general topology |
On almost cl-supercontinuous functions
On almost cl-supercontinuous functions
|
2
|
32 |
2017 |
Applied general topology |
Multiple fixed point theorems for contractive and Meir-Keeler type mappings defined on partially ordered spaces with a distance
Multiple fixed point theorems for contractive and Meir-Keeler type mappings defined on partially ordered spaces with a distance
|
2
|
33 |
2016 |
Applied general topology |
A local fixed point theorem for set-valued mappings on partial metric spaces
A local fixed point theorem for set-valued mappings on partial metric spaces
|
2
|
34 |
2013 |
Applied general topology |
Upper and lower cl-supercontinuous multifunctions
Upper and lower cl-supercontinuous multifunctions
|
2
|
35 |
2012 |
Applied general topology |
Hausdorff closed extensions of pre-uniform spaces
Hausdorff closed extensions of pre-uniform spaces
|
2
|
36 |
2019 |
Applied general topology |
F-n-resolvable spaces and compactifications
F-n-resolvable spaces and compactifications
|
2
|
37 |
2020 |
Proyecciones |
Solution of integral equations via new Z-contraction mapping in Gb-metric spaces
Solution of integral equations via new Z-contraction mapping in Gb-metric spaces
|
2
|
38 |
2013 |
Applied general topology |
Upper and lower cl-supercontinuous multifunctions
Upper and lower cl-supercontinuous multifunctions
|
2
|
39 |
2014 |
Applied general topology |
Convergence S-compactifications
Convergence S-compactifications
|
2
|
40 |
2014 |
Applied general topology |
Approximation in different smoothness spaces with the RAFU method
Approximation in different smoothness spaces with the RAFU method
|
2
|
41 |
2014 |
Applied general topology |
On the topology of the chain recurrent set of a dynamical system
On the topology of the chain recurrent set of a dynamical system
|
2
|
42 |
2014 |
Applied general topology |
Lifting Dynamical Properties to Hyperspaces
Lifting Dynamical Properties to Hyperspaces
|
2
|
43 |
2012 |
Applied general topology |
Relative dimension r-dim and finite spaces
Relative dimension r-dim and finite spaces
|
2
|
44 |
2011 |
Applied general topology |
Characterizing meager paratopological groups
Characterizing meager paratopological groups
|
2
|
45 |
2014 |
Applied general topology |
Lifting Dynamical Properties to Hyperspaces
Lifting Dynamical Properties to Hyperspaces
|
2
|
46 |
2012 |
Applied general topology |
Relative dimension r-dim and finite spaces
Relative dimension r-dim and finite spaces
|
2
|
47 |
2008 |
Applied general topology |
Symmetric Bombay topology
Symmetric Bombay topology
|
2
|
48 |
2009 |
Applied general topology |
Almost cl-supercontinuous functions
Almost cl-supercontinuous functions
|
2
|
49 |
2007 |
Applied general topology |
CL(R) is simply connected under the Vietoris topology
CL(R) is simply connected under the Vietoris topology
|
2
|
50 |
2016 |
Applied general topology |
Normally preordered spaces and continuous multi-utilities
Normally preordered spaces and continuous multi-utilities
|
2
|