Mathematica Slovaca
Article List
Volume 64, 2014, No. 5
ISSN 0139-9918 (print)
ISSN 1337-2211 (online)
Content:
- Xie, Y. - Li, Y. - Yang, A.: The pasting constructions for effect algebras. (p. 1051)
- Walendziak, A.: BM-Algebras and related topics. (p. 1075)
- Kiliç, E. - Prodinger, H.: The generalized $q$-Pilbert matrix. (p. 1083)
- Kondo, M.: States on bounded commutative residuated lattices. (p. 1093)
- Freytes, H. - Ledda, A.: A categorical equivalence for bounded distributive quasi lattices satisfying: \boldmath $x\lor 0 = 0 \implies x = 0$. (p. 1105)
- Kehayopulu, N. - Tsingelis, M.: On left regular and intra-regular ordered semigroups. (p. 1123)
- Fialová, J.: Quasi-Monte Carlo integration in unanchored Sobolev spaces. (p. 1135)
- Jianping, W. - Tingting, W. - Wenpeng, Z.: The exponential Diophantine equation $x2+(3n2+1)y=(4n2+1)z$. (p. 1145)
- Szczuka, P.: The maximal class with respect to maximums for the family of upper semicontinuous strong Świ\c{a}tkowski functions . (p. 1153)
- Krnić, M.: On a strengthened multidimensional Hilbert-type inequality. (p. 1165)
- Kanas, S. - Răducanu, D.: Some class of analytic functions related to conic domains. (p. 1183)
- Magesh, N. - Jothibasu, J. - Murthy, S.: Subordination and superordination results associated with the generalized hypergeometric function. (p. 1197)
- Chen, B. - Li, S.: Some results on the entire function sharing problem. (p. 1217)
- Li, T. - Rogovchenko, Y. - Tang, S.: Oscillation of second-order nonlinear differential equations with damping. (p. 1227)
- Habibi, S.: Estimates on the dimension of an exponential attractor for a delay differential equation. (p. 1237)
- Heidarkhani, S.: Existence of non-trivial solutions for systems of $n$ fourth order partial differential equations. (p. 1249)
- Hejduk, J. - Wiertelak, R.: On the generalization of density topologies on the real line. (p. 1267)
- Brajerčík, J. - Demko, M. - Krupka, D.: Principal bundle structure on jet prolongations of frame bundles. (p. 1277)
- Chajda, I.: A representation of skew effect algebras. (p. 1291)