| Principles of radiation for Helmholtz equation in N-dimensional layer with impedence boundary conditions | B. A. ISKENDEROV, A. I. MEHTIEVA | 291–303 |
| Application of the residue method to a mixed problem | Y. A. MAMEDOV, M. CAN | 305–321 |
| Products and quotients of $(p,sigma)$-absolutely continuous operator ideals | Enrique A. Sanchez PEREZ | 323–334 |
| Operations with the periodic decimal expansions | H. ARDAHAN | 335–342 |
| A note on intuitionistic sets and intuitionistic points | Doğan ÇOKER | 343–351 |
| Certain classes of analytic and multivalent functions with negative coefficients | M. K. AOUF, A. SHAMANDY, A. A. ATTIYIA | 353–368 |
| On surjectivity of the Arens homomorphism | Şafak ALPAY, Bahri TURAN | 369–377 |
| Suborbital graphs for the normalizer of $Gamma_0(N)$ | Mehmet AKBAŞ, Turgut BAŞKAN | 379–387 |
| Weak forms of openness based upon denseness | C. W. BAKER | 389–394 |
| On strongly regular rings | Arif KAYA, Feride KUZUCUOĞLU | 395–398 |
| On homogeneous Riemann boundary value problem | K. KUTLU | 399–411 |
| Weak$star$-invariantly complemented subspaces of $L^infinity$ (1/$omega$) and ideals of $L^1$ ($omega$) with a bounded approximate identity | Z. ARGÜN, C. TONYALI | 413–423 |
| Finite dimensional attractors for a class of semilinear wave equations | A. EDEN, V. KALANTAROV | 425–450 |