- Maia-Perov type fixed point results for Presic type operators, by MARGARETA-ELIZA BALAZS, pp. 265–274.
- A general concept of multiple fixed point for mappings defined on spaces with a distance, MITROFAN M. CHOBAN and VASILE BERINDE, pp. 275–286.
- An iterative process for a hybrid pair of a Bregman strongly nonexpansive single-valued mapping and a finite family of Bregman relative nonexpansive multi-valued mappings in Banach spaces, PREEYANUCH CHUASUK, ALI FARAJZADEH, ANCHALEE KAEWCHAROEN and RAVI P. AGARWAL, pp. 287–300.
- Fixed point theorems for a pair of single-valued operators in a metric space endowed with a reflexive relation, by MELANIA-IULIA DOBRICAN, pp. 301–310.
- Operator ideal of s-type operators using weighted mean sequence space, by EZGI ERDOGAN and VATAN KARAKAYA, pp. 311–318.
- Existence and convergence for a new multivalued hybrid mapping in CAT(κ) spaces, by EMIRHAN HACIOGLU and VATAN KARAKAYA, pp. 319–326.
- Approximating common fixed point of asymptotically nonexpansive mappings without convergence condition, by ABDUL RAHIM KHAN, HAFIZ FUKHAR-UD-DIN and NUSRAT YASMIN, pp. 327–334.
- Goebel and Kirk fixed point theorem for multivalued asymptotically nonexpansive mappings, by M. A. KHAMSI and A. R. KHAN, pp. 335–342.
- Robust vector optimization with a variable domination structure, by ELISABETH KOBIS and CHRISTIANE TAMMER, pp. 343–351.
- A forward-backward iterative method for zero points of sum of two accretive operators, by XIAOLONG QIN, QAMRUL HASAN ANSARI and JEN-CHIH YAO, pp. 353–363.
- Solving the Two-Stage Fixed-Charge Transportation Problem with a Hybrid Genetic Algorithm, by PETRICA C. POP, C. SABO, B. BIESINGER, BIN HU and G. R. RAIDL, pp. 365–371.
- A descent global optimization method based on smoothing techniques via Bezier curves, by AHMET SAHINER, NURULLAH YILMAZ and GULDEN KAPUSUZ, pp. 373–380.
- Approximating fixed points of asymptotically demicontractive mappings by iterative schemes defined as admissible perturbations, by CRISTINA TICALA, pp. 381–388.
- Projection algorithms for composite minimization, by XIAONAN YANG and HONG-KUN XU, pp. 389–397.