**December 14, 2015**

Ismael Maroto, University of Valladolid, Valladolid, Spain*Exponential stability in non-autonomous functional differential equations with state-dependent delay. Applications to neural networks.***June 2, 2015**

Károly Bezdek, Department of Mathematics, University of Pannonia*Packing and covering convex bodies by cylinders***April 29, 2015**

Ferenc Hartung, Department of Mathematics, University of Pannonia*Nonlinear Variation of Constants Formula for Differential Equations with State-Dependent Delays***April 22, 2015**

Mihály Pituk, Department of Mathematics, University of Pannonia*Weighted limits for Poincaré difference equations***April 15, 2015**

István Győri, Department of Mathematics, University of Pannonia*Qualitative properties of delay differential equations III***April 1, 2015**

István Győri, Department of Mathematics, University of Pannonia*Qualitative properties of delay differential equations II***March 31, 2015**

Károly Bezdek, Department of Mathematics, University of Pannonia*The covering index of convex bodies***March 30, 2015**

Sándor Bozóki, MTA SZTAKI, Budapesti Corvinus Egyetem*Hét, páronként érintkező végtelen henger (in Hungarian)***March 18, 2015**

László E. Kollár, University of West Hungary, Savaria Institute of Technology*Cable vibration induced by wind and ice shedding***March 12, 2015**

István Szalkai, Department of Mathematics, University of Pannonia*Everyday technical problems (in Hungarian)***March 11, 2015**

István Győri, Department of Mathematics, University of Pannonia*Qualitative properties of delay differential equations***March 4, 2015**

László Horváth, Department of Mathematics, University of Pannonia*Infinite refinements of the discrete Jensen's inequality defined by recursion***February 3, 2015**

Sérine Damak, EPIDELAY Research Group, University of Szeged*Stability analysis for difference equations with distributed delay***February 3, 2015**

Yoshiaki Muroya, Waseda University, Tokio, Japan*Global stability of SIRS epidemic models and related models*