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Issue 3,  Volume 59, 2009 (Czechoslovak Mathematical Journal)

573-582 A class of Banach sequence spaces analogous to the space of Popov.  Azimi, P.; Ledari, A. A.
583-589 Loewy coincident algebra and $QF$-3 associated graded algebra.  Tachikawa, Hiroyuki
591-594 Orbit projections of proper Lie groupoids as fibrations.  Rainer, Armin
595-611 On strongly $(P)$-cyclic acts.  Golchin, Akbar; Rezaei, Parisa; Mohammadzadeh, Hossein
613-621 A note on weakly Lindelöf determined Banach spaces.  González, A.; Montesinos, V.
623-636 The eavesdropping number of a graph.  Stuart, Jeffrey L.
637-648 A chart preserving the normal vector and extensions of normal derivatives in weighted function spaces.  Schumacher, Katrin
649-654 Boundedly expressible sets.  Hančl, Jaroslav; Šustek, Jan
655-685 Exponents of two-colored digraphs.  Shao, Yanling; Gao, Yubin
687-693 On the distributive radical of an Archimedean lattice-ordered group.  Jakubík, Ján
695-706 Strong convergence theorems of $k$-strict pseudo-contractions in Hilbert spaces.  Qin, Xiaolong; Kang, Shin Min; Shang, Meijuan
707-719 An extension theorem for modular measures on effect algebras.  Barbieri, Giuseppina
721-739 A simplified multidimensional integral.  Backhausz, Ágnes M.; Komornik, Vilmos; Szilágyi, Tivadar
741-758 Some concepts of regularity for parametric multiple-integral problems in the calculus of variations.  Crampin, M.; Saunders, D. J.
759-771 Special isomorphisms of $F[x_1,\ldots ,x_n]$ preserving GCD and their use.  Skula, Ladislav
773-780 Convex-compact sets and Banach discs.  Monterde, I.; Montesinos, V.
781-789 On the $2k$-th power mean of $\frac {L'}L(1,\chi )$ with the weight of Gauss sums.  Ren, Dongmei; Yi, Yuan
791-825 Existence for the stationary MHD-equations coupled to heat transfer with nonlocal radiation effects.  Druet, Pierre-Étienne
827-834 The order $\sigma $-complete vector lattice of AM-compact operators.  Aqzzouz, Belmesnaoui; Nouira, Redouane
835-845 Monotone meta-Lindelöf spaces.  Gao, Yin-Zhu; Shi, Wei-Xue
847-859 Evaluation of the sums $\sum\limits_{\substack{m=1 \\ m\equiv a\pmod 4}}^{n-1} \sigma (m) \sigma (n-m) $.  Alaca, Ayşe; Alaca, Şaban; Williams, Kenneth S.
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