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Chol Jin Kil
Observed names:
Chol Kil,
Kil, Chol Jin
Institution:
Kim Chaek University of Technology
Observed institution:
Kim Chaek University of Technology
ORCID:
0009-0008-9236-7139
Observed ORCID:
0009-0008-9236-7139
OpenAlex ID:
A5107182589
Triple‐Composed Metric Spaces and Related Fixed Point Results With Application
2024
·
Chol Jin Kil
, Kwang Ho
, et al.
·
Journal of Function Spaces
·
4
Discussion on fixed points of nonlinear F-contractions in partially ordered double-composed metric-like spaces
2025
·
Chol Jin Kil
, Bun-Hui Kim
, et al.
·
Asian-European Journal of Mathematics
·
2
Fixed Point Results for Nonlinear F ‐Contractions in Composed S ‐Metric Spaces
2025
·
Chol Jin Kil
, Jong-Chol Choe
, et al.
·
Journal of Function Spaces
·
2
PDF
Discussion on fixed points for (α, F, Φ)-contractions in double-composed metric spaces
2025
·
Chol Jin Kil
, Bun-Hui Kim
, et al.
·
Boletín de la Sociedad Matemática Mexicana
·
1
Triple-composed metric-like spaces and the related Proinov-type fixed point theorems with application
2026
·
Chol Jin Kil
, Sung Paek
, et al.
·
Asian-European Journal of Mathematics
Expanded Rectangular b-Metric Spaces and Fixed Point Results for Nonlinear F-Contractions
2026
·
Kil, Chol Jin
, Ri, Un-A
, et al.
·
Journal of Prime Research in Mathematics
PDF
Fixed point results based on a novel double-composed S-metric space
2025
·
Chol Jin Kil
, Sung Paek
, et al.
·
Boletín de la Sociedad Matemática Mexicana
A New Discussion on Banach-Type Fixed Point Result in Double-Composed Metric Spaces
2025
·
Gwang-Myong Kim
, Gum-Sik Kang
, et al.
·
Engineering Mathematics
PDF
New Results Concerned with Fixed Point Theory in Controlled Metric Spaces
2025
·
Kil, Chol Jin
·
Journal of Prime Research in Mathematics
PDF
Fixed Points of ( α , F ) Ω ‐Weak Contractions in p ‐Metric Spaces and Application
2025
·
Chol Jin Kil
, Jong-Chol Choe
, et al.
·
Journal of Applied Mathematics
PDF
An Improvement of Recent Fixed Point Results in Double‐Composed Partial Metric Spaces
2025
·
Chol Jin Kil
·
International Journal of Mathematics and Mathematical Sciences
PDF
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Works count:
11
Citation count:
9
H-index:
2
I10-index:
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