Seong-Hoon Cho | Researchain

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International Journal of Mathematical Analysis | 2017

Generalizations of Caristi-Kirk theorem in partial metric spaces and applications

Seong-Hoon Cho

In this paper, some generalizations of Caristi-Kirk fixed point theorem in partial metric spaces are established, and applications of our results are given. Mathematics Subject Classification:47H10, 54H25

International Journal of Mathematical Analysis | 2015

Common fixed point theorems for Ciric-Berinde type hybrid contractions

Ki-Hwan Kim; Seong-Hoon Cho

Ćirić-Berinde type hybrid contraction for single valued and multivalued mappings is introduced, and the existence of common fixed points for such contractions is proved. Mathematics Subject Classification: 47H10, 54H25

International Journal of Mathematical Analysis | 2013

Fixed point theorems for set-valued generalized contractive maps in cone metric spaces

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2013

Fixed point theorems for weak \alpha*-(\phi,L)-contractive set-valued maps in cone metric spaces

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2013

Fixed point theorems for \alpha-contractive type mappings in Menger probabilistic metric spaces

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2015

Best proximity point theorems for generalized almost Geraghty type contractions in partially ordered metric spaces

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2013

Some generalizations of Caristi's fixed point theorem with applications

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2016

Best proximity point theorems for rational type proximal contraction maps in metric spaces

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2016

Fixed point theorems for generalized Jaggi-Berinde contraction multivalued maps in partially ordered metric spaces

Seong-Hoon Cho

International Journal of Mathematical Analysis | 2016

Fixed point theorems for mappings satisfying rational type contractive condition in partially ordered metric spaces

Seong-Hoon Cho

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Latest external collaboration on country level. Dive into details by clicking on the dots.

Hotspot

Dive into the research topics where Seong-Hoon Cho is active.

Publication

Featured researches published by Seong-Hoon Cho.

Generalizations of Caristi-Kirk theorem in partial metric spaces and applications

Common fixed point theorems for Ciric-Berinde type hybrid contractions

Fixed point theorems for set-valued generalized contractive maps in cone metric spaces

Fixed point theorems for weak \alpha*-(\phi,L)-contractive set-valued maps in cone metric spaces

Fixed point theorems for \alpha-contractive type mappings in Menger probabilistic metric spaces

Best proximity point theorems for generalized almost Geraghty type contractions in partially ordered metric spaces

Some generalizations of Caristi's fixed point theorem with applications

Best proximity point theorems for rational type proximal contraction maps in metric spaces

Fixed point theorems for generalized Jaggi-Berinde contraction multivalued maps in partially ordered metric spaces

Fixed point theorems for mappings satisfying rational type contractive condition in partially ordered metric spaces

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Dive into the Seong-Hoon Cho's collaboration.