Pages that link to "Item:Q855418"
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The following pages link to Existence and convergence of best proximity points (Q855418):
Displaying 42 items.
- Best Proximity Points (Q5259709) (← links)
- Best Proximity Points and Fixed Points Results for Noncyclic and Cyclic Fisher Quasi-contractions (Q5379308) (← links)
- Best proximity points revisited (Q5864246) (← links)
- (Q5866260) (← links)
- Noncyclic $\varphi$-contractions in hyperbolic uniformly convex metric spaces (Q5889941) (← links)
- Best proximity points for cyclic mappings in ordered metric spaces (Q5894262) (← links)
- Best proximity points for cyclic mappings in ordered metric spaces (Q5894485) (← links)
- A best proximity point theorem for generalized Geraghty-Suzuki contractions (Q5964913) (← links)
- Coupling, optimization and the effect of binary relation (Q6040572) (← links)
- Common best proximity points for a pair of mappings with certain dominating property (Q6041607) (← links)
- (Q6084743) (← links)
- (Q6094871) (← links)
- Some best approximation theorems and best proximity point theorems (Q6111864) (← links)
- Diametrically Relatively Nonexpansive Mappings and a Characterization of Proximal Normal Structure (Q6113300) (← links)
- (Q6119921) (← links)
- Existence and convergence results for Perov contraction mappings (Q6153354) (← links)
- Some remarks on convergence of best proximity points and semi-cyclic contractions (Q6161927) (← links)
- (Q6166322) (← links)
- The existence of best proximity points for generalized cyclic quasi-contractions in metric spaces with the UC and ultrametric properties (Q6180634) (← links)
- (Q6180701) (← links)
- Best proximity point for q-ordered proximal contraction in noncommutative Banach spaces (Q6182512) (← links)
- Common Best Proximity Points for Proximal Weak Commuting Mappings in Metric Spaces (Q6187735) (← links)
- Coupled fixed point and best proximity point results involving simulation functions (Q6194609) (← links)
- Best proximity points for alternative p-contractions (Q6498656) (← links)
- Optimal problems of the best proximity pair by proximal normal structure (Q6541204) (← links)
- Best proximity for proximal operators on \(b\)-metric spaces (Q6542388) (← links)
- Best proximity point for generalized cyclic enriched contractions (Q6551548) (← links)
- Cyclic Fisher \((\psi, \mathcal{R})\)-quasi-contractions in metric spaces equipped with a semi-partial order relation (Q6562334) (← links)
- A contribution to best proximity point theory and an application to partial differential equation (Q6565291) (← links)
- Monotone orbitally nonexpansive and cyclic mappings in partially ordered uniformly convex Banach spaces (Q6571574) (← links)
- Existence and approximating of common best proximity points of relatively nonexpansive mappings via Ishikawa iteration method (Q6576061) (← links)
- Best proximity points of generalized \(\alpha\)-\(\psi\)-Geraghty proximal contractions in generalized metric spaces (Q6576129) (← links)
- A modified Thakur's iteration for noncyclic Suzuki's relatively nonexpansive mappings with convergence of best proximity pairs (Q6596545) (← links)
- Common best proximity point theorems in Hausdorff topological spaces (Q6609631) (← links)
- Best approximations in metric spaces with property strongly UC (Q6611854) (← links)
- Best proximity points for multivalued mappings and equation of motion (Q6615071) (← links)
- Existence of \(m\)-tuple best proximity points with applications to delay differential equations and integral equations (Q6615336) (← links)
- Best proximity point theorems for Maia-type contraction mappings (Q6615450) (← links)
- Best proximity point theorems for \(\psi\)-\(\phi\)-contractions in metric spaces (Q6619709) (← links)
- Multiplicative generalized Hardy-Rogers-type \(\boldsymbol{F} \)-proximal non-self mappings and best proximity point approximation (Q6644790) (← links)
- On generalized pointwise cyclic contractions without \(T\)-restriction property (Q6660704) (← links)
- Multipled best proximity points for generalized cyclic \(\omega\)-contractions (Q6661197) (← links)