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Contents of volume 93:

2018 / 93 / 1-2 (1) :  Grazyna Lydzinska
On iterative roots of order $n$ of some multifunctions with a unique set-value point
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2018 / 93 / 1-2 (2) :  Bruce Ebanks
An extension of the sine addition formula on groups and semigroups
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2018 / 93 / 1-2 (3) :  Farid Bencherif, Rachid Boumahdi and Tarek Garici
Generalization of Wolstenholme's and Morley's congruences
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2018 / 93 / 1-2 (4) :  Pingyan Chen, Xiaolin Li and Soo Hak Sung
Convergence rates in the strong law of large numbers for negatively orthant dependent random variables with general moment conditions
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2018 / 93 / 1-2 (5) :  Tomohiro Yamada
On the simultaneous equations $\sigma(2^a)=p^{f_1}q^{g_1}$, $\sigma(3^b)=p^{f_2}q^{g_2}$, $\sigma(5^c)=p^{f_3}q^{g_3}$
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2018 / 93 / 1-2 (6) :  Aifa Wang and Yong Shao
On a semiring variety satisfying $x^n\approx x$
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2018 / 93 / 1-2 (7) :  K. Chrzaszcz, J. Jachymski and F. Turobos
On characterizations and topology of regular semimetric spaces
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2018 / 93 / 1-2 (8) :  Amalendu Ghosh and Dhriti Sundar Patra
Certain almost Kenmotsu metrics satisfying the Miao--Tam equation
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2018 / 93 / 1-2 (9) :  Tajedin Derikvand, Rajab Ali Kamyabi-Gol and Mohammad Janfada
Isometric isomorphism of homogeneous space algebras
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2018 / 93 / 1-2 (10) :  Mike Crampin
A condition for a Landsberg space to be Berwaldian
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2018 / 93 / 1-2 (11) :  Xinyue Cheng and Bahman Rezaei
Erratum and addendum to the paper: "On a class of projective Ricci flat Finsler metrics"
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2018 / 93 / 1-2 (12) :  Janusz Matkowski
Characterization of the Euler gamma function with the aid of an arbitrary mean
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2018 / 93 / 1-2 (13) :  Siao Hong and Zongbing Lin
New results on the value of a certain arithmetical determinant
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2018 / 93 / 1-2 (14) :  Vladimir Petrov Kostov
A domain containing all zeros of the partial theta function
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2018 / 93 / 1-2 (15) :  Yong-Gao Chen and Hui Lv
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2018 / 93 / 1-2 (16) :  Andrzej Olbrys and Zsolt Pales
Support theorems in abstract settings
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2018 / 93 / 1-2 (17) :  Pradip Majhi, Uday Chand De and Young Jin Suh
$\ast$-Ricci solitons on Sasakian $3$-manifolds
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2018 / 93 / 1-2 (18) :  Andrew Bremner and Tho Nguyen Xuan
An interesting quartic surface, everywhere locally solvable, with cubic point but no global point
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2018 / 93 / 1-2 (19) :  Zhongfeng Zhang
Erratum to the paper: "On the Diophantine equations $(x-1)^3+x^5+(x+1)^3=y^n$ and $(x-1)^5+x^3+(x+1)^5=y^n$"
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