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Vol. 97 No. 2 (2018)
Vol. 97 No. 2 (2018)
Published:
2018-02-25
Articles
On some properties of quasi-distance-balanced graphs
A. HujduroviÄ‡
On the complement of the zero-divisor graph of a partially ordered set
S. Devhare, V. Joshi, J. LaGrange
Quadrilateral-tree planar Ramsey numbers
X. Hu, Y.-Q. Zhang, Y.-B. Zhang
Partitions of the set of nonnegative integers with the same representation functions
J.-W. Li, M. Tang
An equivariant description of certain holomorphic symplectic varieties
P. Crooks
It\^{o}'s theorem and monomial Brauer characters II
X. Chen, M. L. Lewis
Finite trifactorised groups and \(\pi\)-decomposability
L. S. Kazarin, A. MartÃnez-Pastor, M. D. Perez-Ramos
Groups of finite normal length
F. de Giovanni, A. Russo
Realisable sets of catenary degrees of numerical monoids
C. O'Neill, R. Pelayo
Density, Smital propery and quasicontinuity
G. Horbaczewska, S. Lindner
Toeplitz determinants whose elements are the coefficients of analytic and univalent functions
Md F. Ali, D. K. Thomas, A. Vasuevarao
An entire function sharing two values with its linear differential polynomial
I. Lahiri
\(\varphi\)-contractibility and \(\varphi\)-Connes amenability coincide with some older notions
A. Mahmoodi
Wigner's theorem in \(\mathcal{L}^\infty(\Gamma)\)-type spaces
W. Jia, D. Tan
Non-expansive bijections to the unit ball of \(\ell_1\)-sum of strictly convex Banach spaces
V. Kadets, O. Zavarzina
Improved inequalities for the numerical radius: when inverse commutes with the norm
B. E. Cain
The essential norms of composition operators on weighted Dirichlet spaces
Y. Li, Y. Lu, T. Yu
Products of rotations by a given angle in the orthogonal group
M. G. Mahmoudi
Deforming a convex domain into a disk by Klain's cyclic rearrangement
Y. Yang, D. Zhang
Continuity on generalised topological spaces via hereditary classes
Homogeneous functionally Alexandroff spaces
S. Lazaar, T. Richmond, H. Sabri
The cohomology ring of orbit spaces of free \(Z_2\)-actions on some Dold manifolds
A. M. M. Morita, D. de Mattos, P. L. Q. Pergher
Abstracts of PhD Theses
Mathematical models for quantifying collective cell behaviour
S. T. Johnston
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