| 135-143 | A note on rapid convergence of approximate solutions for second order periodic boundary value problems. Khan, Rahmat A.; Ahmad, Bashir | 
| 145-149 | On naturality of the Helmholtz operator. Mikulski, W. M. | 
| 151-155 | Asymptotic stability for sets of polynomials. Müller, Thomas W.; Schlage-Puchta, Jan-Christoph | 
| 157-166 | On left $(\theta,\varphi)$-derivations of prime rings. Ashraf, Mohammad | 
| 167-173 | Weak discrete maximum principles. Al-Mahameed, Mohammad Mujalli | 
| 175-180 | On a subclass of $\alpha $-uniform convex functions. Acu, Mugur | 
| 181-186 | The symmetry of unit ideal stable range conditions. Chen, Huanyin; Chen, Miaosen | 
| 187-195 | Boundary value problems for first order multivalued differential systems. Boucherif, A.; Merabet, N.Chiboub-Fellah | 
| 197-208 | On the number of periodic solutions of a generalized pendulum equation. Kubáček, Zbyněk; Rudolf, Boris | 
| 209-227 | Solutions of a multi-point boundary value problem for higher-order differential equations at resonance. (II). Liu, Yuji; Ge, Weigao | 
| 229-241 | An almost-periodicity criterion for solutions of the oscillatory differential equation $y''=q(t)y$ and its applications. Staněk, Svatoslav |