Glasnik Matematicki, Vol. 24, No.2-3 (1989)
Scanned versions of the papers are
available through Google Books.
Contents
- B. Najman, Resolvent estimates for singularly perturbed
elliptic operators, (247-269)
[Google Books]
- M. Jurak and Z. Tutek, A one-dimensional model of homogenized
rod, (271-290)
[Google Books]
- M. Berisha and R. Kastrati, Coefficients of double lacunary
Fourier series of functions that belong to the classes
S0Bpθr1r2, (Russian)
(291-296)
[Google Books]
- M. Grzesiak, Real function algebras and their sets of
antisymmetry, (297-304)
[Google Books]
- F. Vajzovic and M. V. Radic, Two mean ergodic theorems for
cosine operator functions and semigroups, (305-325)
[Google Books]
- N. Elezovic, p~-summing operators defined
on tensor products of Banach spaces, (327-337)
[Google Books]
- W. R. Derrick and Lucimar Nova G., Fixed point theorems for
discontinuous operators, (339-348)
[Google Books]
- L. Bogataj, The adjoint operator of the infinitesimal generator
for the linear differential-difference equation with delays in the
state and in the control, (349-354)
[Google Books]
- L. Bogataj, Sensitivity of linear-quadratic systems with delay
in the state and in the control for perturbation of the system
matrices, (355-360)
[Google Books]
- P. Maritz, Open and image-open multifunctions,
(361-380)
[Google Books]
- Z. Zivanovic, Collection of quasiextendable maps in functional
spaces, (381-390)
[Google Books]
- V. Popa and T. Noiri, On weakly quasi continuous
functions, (391-399)
[Google Books]
- Y. Yajima, A characterization of normal covers of a normal
space. II, (401-403)
[Google Books]
- T. West, Spans of simple closed curves,
(405-415)
[Google Books]
- A. Gaszak, The Whitehead theorem in equivariant shape
theory, (417-425)
[Google Books]
- J. I. Extremiana, L. J. Hernandez and M. T. Rivas, About the
classification of proper maps in the category of the finite proper
cubic complexes, (427-448)
[Google Books]
- A. Charnes and L. Neralic, Sensitivity analysis in data
envelopment analysis. II, (449-463)
[Google Books]
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