| Orlicz-Lorentz spaces and their multiplication operators | René Erlin CASTİLLO, Héctor Camilo CHAPARRO, Julio César Ramos FERNÁNDEZ | 991–1009 |
| Simplicial homology groups of certain digital surfaces | İsmet KARACA, Emel ÜNVER DEMİR | 1011–1022 |
| Simplicial homology groups of certain digitalsurfaces | Emel DEMİR ÜNVER, İsmet KARACA | 1011–1022 |
| One step iterative scheme for a pair of nonexpansive mappings in a convex metric space | Hafiz Fukhar UD-DIN | 1023–1031 |
| Suborbital graphs for the group ?2 | Bahadır Özgür GÜLER, Murat BEŞENK, Ali Hikmet DEĞER, Yavuz KESİCİOĞLU | 1033–1044 |
| Suborbital graphs for the group $\Gamma^2$ | Bahadır Özgür GÜLER, Yavuz KESİCİOĞLU, Murat BEŞENK, Ali Hikmet DEĞER | 1033–1044 |
| Suborbital graphs for the group $\Gamma^2$ | Bahadır Özgür GÜLER, Murat BEŞENK, Yavuz KESİCİOĞLU, Ali Hikmet DEĞER | 1033–1044 |
| On some new converses of the Jensen and the Lah-Ribarič operator inequality | Rozarija JAKŠİĆ, Mario KRNİĆ, Josip PEČARİĆ | 1045–1055 |
| Toric ideals of simple surface singularities | Mesut ŞAHİN, Pınar METE, Gülay KAYA | 1057–1069 |
| Affine singular control systems on Lie groups | Memet KULE | 1071–1077 |
| On a new reproducing kernel Hilbert space and a boundary value problem for harmonic functions | Alem MEMİC | 1079–1085 |
| Inversion Laplace transform for integrodifferential parabolic equation with purely nonlocal conditions | Cenap OZEL, Ahcene MERAD, Abdelfatah BOUZIANI | 1087–1097 |
| Signed degree sequences in signed multipartite graphs | T. A. NAIKOO, S. PIRZADA | 1099–1108 |
| On admissibility and inadmissibility of estimators after selection under reflected gamma loss function | Mehran NAGHİZADEH QOMİ, Nader NEMATOLLAHI, Ahmad PARSIAN | 1109–1124 |
| s-pure extensions of locally compact abelian groups | A.A. ALIJANI, H.SAHLEH | 1125–1132 |
| Some properties of soft -topology | O R SAYED, A M KHALIL | 1133–1145 |
| Some properties of soft θ-topology | O. R. SAYED, A. M. KHALIL | 1133–1145 |
| Some results on σ-ideal of σ-prime ring | Selin TÜRKMEN, Neşet AYDIN | 1147–1156 |
| Some results on ?-ideal of ?-prime ring | Neşet AYDIN, Selin TÜRKMEN | 1147–1156 |
| An asymptotic criterion for third-order dynamic equations with positive and negative coefficients | Tongxing LI, Nadide UTKU, Tamer ŞENEL | 1157–1162 |
| Hom-Leibniz superalgebras and hom-Leibniz poisson superalgebras | Zhu WEİ, Qingcheng ZHANG, Chunyue WANG | 1163–1179 |
| Asymptotic properties of risks ratios of shrinkage estimators | Hamdaoui ABDENOUR, Benmansour DJAMEL | 1181–1195 |
| A computational approach for testing equality of coefficients of variation in k normal populations | Esra GOKPINAR, Fikri GOKPINAR | 1197–1213 |
| Mean square error comparisons of the alternative estimators for the distributed lag models | Berrin GÜLTAY, Selahattin KAÇIRANLAR | 1215–1233 |
| Likelihood and Bayesian estimations for step-stress life test model under Type-I censoring | Ali. A. İSMAİL | 1235–1245 |
| Likelihood and Bayesian estimations for step-stresslife test model under Type-I censoring | Ali. A. ISMAIL | 1235–1245 |
| Chain regression-type estimator using multiple auxiliary information in successive sampling | Tanveer A. TARRAY, Shivam DIXIT, Namita SRİVASTAVA, Housila P. SİNGH, Virendra SİNGH, Manoj KUMAR SRIVASTAVA | 1247–1256 |
| Study of Yadav and Kadilar’s improved exponential type ratio estimator of population variance in two-phase sampling | Housila P. SINGH, Tanveer A. TARRAY, Ragen GOLI | 1257–1270 |
| Study of Yadav and Kadilar's improved exponential type ratio estimator of population variance in two-phase sampling | Housila P. SİNGH, Tanveer A TARRAY, Ragen GOLİ | 1257–1270 |
| An optimization model for designing acceptance sampling plan based on cumulative count of conforming run length using minimum angle method | Ahmad Ahmadi YAZDI, Mohammad Saber FALLAH NEZHAD | 1271–1281 |
| An optimization model for designing acceptancesampling plan based on cumulative count ofconforming run length using minimum anglemethod | Ahmad Ahmadi YAZDI, Mohammad Saber Fallah NEZHAD | 1271–1281 |
| Gamma-admissibility of generalized Bayes estimators under LINEX loss function in a non-regular family of distributions | SH. Moradi ZAHRAIE | 1283–1291 |