Browsing by Author Panyanak B.

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Showing results 1 to 19 of 19
Issue DateTitleAuthor(s)
1-Jan-2010Approximating fixed points of nonexpansive nonself mappings in CAT(0) spacesLaowang W.; Panyanak B.
2007Best approximation in ℝ-treesKirk W.A.; Panyanak B.
2012Browder's convergence theorem for multivalued mappings without endpoint conditionDhompongsa S.; Kaewkhao A.; Panyanak B.
2012Common fixed points for asymptotic pointwise nonexpansive mappings in metric and banach spacesPasom P.; Panyanak B.
2008A concept of convergence in geodesic spacesKirk W.A.; Panyanak B.
2009Erratum: Best approximation in trees (Numerical Functional Analysis and Optimization (2007) 28:5-6 (681-690))Kirk W.A.; Panyanak B.
2011Fixed point theorems for some generalized multivalued nonexpansive mappingsKaewcharoen A.; Panyanak B.
2008Fixed points for multivalued mappings in uniformly convex metric spacesKaewcharoen A.; Panyanak B.
2011A generalization of Suzuki's lemmaPanyanak B.; Cuntavepanit A.
2006The Jordan-von Neumann constants and fixed points for multivalued nonexpansive mappingsDhompongsa S.; Dominguez Benavides T.; Kaewcharoen A.; Kaewkhao A.; Panyanak B.
2005Lim's theorems for multivalued mappings in CAT(0) spacesDhompongsa S.; Kaewkhao A.; Panyanak B.
2012On Kirk''s strong convergence theorem for multivalued nonexpansive mappings on CAT(0) spacesDhompongsa S.; Kaewkhao A.; Panyanak B.
2012On Kirk's strong convergence theorem for multivalued nonexpansive mappings on CAT(0) spacesDhompongsa S.; Kaewkhao A.; Panyanak B.
2012On multivalued nonexpansive mappings in ℝ-treesSamanmit K.; Panyanak B.
1-May-2014On the Ishikawa iteration processes for multivalued mappings in some [InlineEquation not available: see fulltext.] spacesPanyanak B.
2014On the Ishikawa iteration processes for multivalued mappings in some CAT(κ) spacesPanyanak B.
2008On △-convergence theorems in CAT(0) spacesDhompongsa S.; Panyanak B.
2009Strong and Δ convergence theorems for multivalued mappings in cat(o) spacesPanyanak B.; Laowang W.
2011Strong convergence of modified Halpern iterations in CAT(0) spacesPanyanak B.; Cuntavepanit A.