19 results on '"Sintunavarat, Wutiphol"'
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2. On solving nonlinear matrix equations in terms of b-simulation functions in b-metric spaces with numerical solutions
3. On generalized Ri’s contraction mappings and its applications
4. Fixed point theorems for orthogonal F-contraction mappings on O-complete metric spaces
5. Fixed Point Theorems for Multi-valued Mappings with a ϕ Function
6. Fixed point and multidimensional fixed point theorems with applications to nonlinear matrix equations in terms of weak altering distance functions
7. The existence and uniqueness of the solution for nonlinear Fredholm and Volterra integral equations together with nonlinear fractional differential equations via w-distances
8. Fixed point theorems for F R -contractions with applications to solution of nonlinear matrix equations
9. On the weakly(α, ψ, ξ)-contractive condition for multi-valued operators in metric spaces and related fixed point results
10. Common solution of Urysohn integral equations with the help of common fixed point results in complex valued metric spaces
11. Fixed point theorems for α -integral type G-contraction mappings
12. On modified Z-contractions and an iterative scheme for solving nonlinear matrix equations
13. On new evolution of Ri’s result via w-distances and the study on the solution for nonlinear integral equations and fractional differential equations
14. Common coupled fixed point theorems for Geraghty-type contraction mappings using monotone property
15. Some coupled common fixed points for a pair of mappings in partially ordered G-metric spaces
16. Common coupled fixed point theorems for $$w^*$$-compatible mappings without mixed monotone property
17. Fixed point theorems for $$F_\mathfrak {R}$$ -contractions with applications to solution of nonlinear matrix equations.
18. Fixed point theorems for $$\alpha $$ -integral type G-contraction mappings.
19. On new evolution of Ri’s result via <italic>w</italic>-distances and the study on the solution for nonlinear integral equations and fractional differential equations.
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