Glasnik Matematicki, Vol. 19, No.1 (1984)
Scanned versions of the papers are
available through Google Books.
Contents
- A. Vukovic, On the bases of the three-valued logic,
(3-11)
[Google Books]
- V. Cepulic, An algorithm for finding minimal intersection
sets, (13-16)
[Google Books]
- V. Cepulic, An algorithm for minimal abbreviation sets of set
families totally unordered with respect to inclusion,
(17-19)
[Google Books]
- G. Pica, T. Pisanski and A. G. S. Ventre, The genera of
amalgamations of cube graphs,
(21-26)
[Google Books]
- W. G. Nowak, On a certain sum connected with the circle
problem, (27-33)
[Google Books]
- E. Psomopoulos, Commutativity theorem for rings with
commuting powers,
(35-38)
[Google Books]
- M. Tadic, Dual spaces of adelic groups,
(39-48)
[Google Books]
- Z. Lipecki, Conditional and simultaneous extensions of
group-valued quasimeasures,
(49-58)
[Google Books]
- Premalatha, On subharmonic functions of potential type in
R2,
(59-63)
[Google Books]
- J. W. Brown and M. A. Lachance, On the orthogonality of
self-inverse Steffensen sequences,
(65-72)
[Google Books]
- B. Rzepecki, On some functional-differential equations,
(73-82)
[Google Books]
- I. Adamaszek, Almost trigonometric functions,
(83-104)
[Google Books]
- S. Czerwik, Continuous solutions of a system of functional
inequalities, (105-109)
[Google Books]
- L. Karadzic, On the convergence of Dirichlet's series,
(111-121)
[Google Books]
- G. P. Kapoor and A. Nautiyal, On the approximation of
generalized axisymmetric potentials,
(123-133)
[Google Books]
- J. Vukman, On automorphisms and derivations of operator
algebras, (135-138)
[Google Books]
- V. Dobric, A remark on Dvoretzky-Rogers theorem,
(139-142)
[Google Books]
- A. Kovacec, Ein konstruktives Fixpunktprinzip für beliebige
T2-Räume,
(143-154)
[Google Books]
- I. Kovacevic, Continuity and paracompactness,
(155-161)
[Google Books]
- A. Gutierrez, On perfectly normally preordered spaces,
(163-168)
[Google Books]
- I. Loncar, A note on inverse systems of H-closed
spaces, (169-175)
[Google Books]
- N. Uglesic, Existence of mappings between inverse limits,
(177-186)
[Google Books]
- V. Peric, Berichtigung der Arbeit: "Eine Charakterisierung
der 0-dimensionalen Ringe", (187)
[Google Books]
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