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Contents of volume 89:

2016 / 89 / 1-2 (1) :  Changjin Xu, Qiming Zhang and Peiluan Li
Dynamics in a two-species competitive model of plankton allelopathy with delays and feedback controls
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2016 / 89 / 1-2 (2) :  Shuangjian Guo, Shengxiang Wang and Long Wang
Partial representation of partial twisted smash products
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2016 / 89 / 1-2 (3) :  Mario Petrich
On the variety of bands in completely regular semigroups
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2016 / 89 / 1-2 (4) :  Juan de Dios Perez
Lie derivatives on a real hypersurface in complex two-plane Grassmannians
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2016 / 89 / 1-2 (5) :  Yujun Cui
Existence of solutions for coupled integral boundary value problem at resonance
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2016 / 89 / 1-2 (6) :  Noemi Nagy
Approximately Jensen-convex functions
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2016 / 89 / 1-2 (7) :  David Dolzan
The ordering of idempotents in a finite ring
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2016 / 89 / 1-2 (8) :  Ju Tan and Shaoqiang Deng
Some geometrical properties of four dimensional Lorentzian Damek--Ricci spaces
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2016 / 89 / 1-2 (9) :  Vesselin Drensky, Plamen Koshlukov and Gustavo Grings Machado
GK-dimension of $2\times 2$ generic Lie matrices
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2016 / 89 / 1-2 (10) :  Nobuhiro Innami, Tetsuya Nagano and Katsuhiro Shiohama
Geodesics in a Finsler surface with one-parameter group of motions
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2016 / 89 / 1-2 (11) :  Zsolt Pales
A general mean value theorem
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2016 / 89 / 1-2 (12) :  Yuemei Mao, Xiaoyu Chen and Wenbin Guo
On $p$-hypercyclically embedded subgroups of finite groups
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2016 / 89 / 1-2 (13) :  Ricardo Almeida
A scale variational principle of Herglotz
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2016 / 89 / 1-2 (14) :  Ayberk Zeytin
On the reduction of binary quadratic forms
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2016 / 89 / 1-2 (15) :  Irena Kosi-Ulbl and Joso Vukman
On $(m,n)$-Jordan centralizers of semiprime rings
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2016 / 89 / 1-2 (16) :  Yu-Mei Xue and Teturo Kamae
Holder equivalence of homogeneous Moran sets
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2016 / 89 / 1-2 (17) :  Victor S. Monakhov and Irina L. Sokhor
Finite groups with restrictions on normal subgroups
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2016 / 89 / 1-2 (18) :  Katsumasa Ishii
On the exponential Diophantine equation $(a^{n}-1)(b^{n}-1)=x^{2}$
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2016 / 89 / 1-2 (19) :  Florian Luca and Carl Pomerance
Corrigendum: 'On the average number of divisors of the Euler function'
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