Mathematica Slovaca
Zoznam článkov
Volume 68, 2018, No. 1
ISSN 0139-9918 (print)
ISSN 1337-2211 (online)
Obsah:
- AlBdaiwi, B.: On the number of cycles in a graph. (s. 1)
- Sun, T. - Li, Q.: Characterization of posets for order-convergence being topological. (s. 11)
- Tavakkoli, M. - Saeid, A. - Poursalavati, N.: Classification of posets using zero-divisor graphs. (s. 21)
- Dolinar, G. - Marovt, J.: On a generalized concept of order relations on $B(H)$. (s. 33)
- Zahiri, S. - Saeid, A. - Eslami, E.: A study of stabilizers in triangle algebras. (s. 41)
- Kučera, R.: Revealing two cubic non-residues in a quadratic field locally. (s. 53)
- Sipos, A.: Codensity and Stone spaces. (s. 57)
- Bavard, J. - Genevois, A.: Big mapping class groups are not acylindrically hyperbolic. (s. 71)
- Borkowski, M. - Bugajewska, D.: Applications of Henstock-Kurzweil integrals on an unbounded interval to differential and integral equations. (s. 77)
- Ramachandran, C. - Prabhu, R. - Sivasubramanian, S.: Starlike and convex functions with respect to symmetric conjugate points involving conical domain. (s. 89)
- Maširević, D.: Summations of Schlömilch series containing Anger function terms . (s. 103)
- Mursaleen, M. - Raj, K.: Some vector valued sequence spaces of Musielak-Orlicz functions and their operator ideals. (s. 115)
- Nowak, M. - Stochmal, J.: Nuclear operators on ${Cb(X,E)}$ and the strict topology. (s. 135)
- Ramezanpour, M.: More on cyclic amenability of the Lau product of Banach algebras defined by a Banach algebra morphism. (s. 147)
- Batool, A. - Kamran, T. - Park, C.: Matrix generalized $(θ, φ)$-derivations on matrix Banach algebras. (s. 153)
- Zhao, F. - Li, C.: Nonlinear $*$-Jordan triple derivations on von Neumann algebras. (s. 163)
- Nedelcheva, D.: Addendum to ``A sequential implicit function theorem for the chords iteration. (s. 171)
- Wiertelak, R.: Comparison of density topologies on the real line. (s. 173)
- Chakraborty, P. - Masuti, S.: Rational homotopy of maps between certain complex Grassmann manifolds. (s. 181)
- Barczy, M.: Examples of random fields that can be represented as space-domain scaled stationary Ornstein-Uhlenbeck fields. (s. 197)
- Bartłomiejczyk, A. - Leszczyński, H. - Marciniak, A.: Rothe's method for physiologically structured models with diffusion. (s. 211)
- Patil, A. - Waphare, B. - Joshi, V.: Zero-divisor graphs of lower dismantlable lattices II. (s. 225)
- Kim, T. - Kim, D.: An identity of symmetry for the degenerate Frobenius-Euler polynomials. (s. 239)