Issue 3,
Volume 63,
2013 (Czechoslovak Mathematical Journal )
| 577-582 | Another proof of a result of Jech and Shelah. Komjáth, Péter |
| 583-588 | A note on the kernels of higher derivations. Li, Jiantao; Du, Xiankun |
| 589-602 | The Rothe method for the McKendrick-von Foerster equation. Leszczyński, Henryk; Zwierkowski, Piotr |
| 603-627 | Some new examples of recurrence and non-recurrence sets for products of rotations on the unit circle. Grivaux, Sophie; Roginskaya, Maria |
| 629-642 | On betweenness-uniform graphs. Gago, Silvia; Coroničová Hurajová, Jana; Madaras, Tomáš |
| 643-670 | Weak solutions for elliptic systems with variable growth in Clifford analysis. Fu, Yongqiang; Zhang, Binlin |
| 671-677 | The contractible subgraph of $5$-connected graphs. Qin, Chengfu; Guo, Xiaofeng; Yang, Weihua |
| 679-700 | Trajectories, first return limiting notions and rings of $H$-connected and iteratively $H$-connected functions. Korczak-Kubiak, Ewa; Pawlak, Ryszard J. |
| 701-720 | On the Laplacian, signless Laplacian and normalized Laplacian characteristic polynomials of a graph. Guo, Ji-Ming; Li, Jianxi; Shiu, Wai Chee |
| 721-761 | Cohomology of Hom-Lie superalgebras and $q$-deformed Witt superalgebra. Ammar, Faouzi; Makhlouf, Abdenacer; Saadaoui, Nejib |
| 763-775 | Pressing Down Lemma for $\lambda $-trees and its applications. Li, Hui; Peng, Liang-Xue |
| 777-782 | On the spectral radius of $\ddag $-shape trees. Ma, Xiaoling; Wen, Fei |
| 783-797 | On the Diophantine equation $x^{2}-kxy+y^{2}-2^{n}=0$. Keskin, Refik; Şiar, Zafer; Karaatlı, Olcay |
| 799-803 | On the subfields of cyclotomic function fields. Zhao, Zhengjun; Wu, Xia |
| 805-817 | King type modification of $q$-Bernstein-Schurer operators. Ren, Mei-Ying; Zeng, Xiao-Ming |
| 819-831 | Some generalizations of torsion-free Crawley groups. Goldsmith, Brendan; Karimi, Fatemeh; Aghdam, Ahad Mehdizadeh |
| 833-845 | Power-moments of SL$_3(\mathbb Z)$ Kloosterman sums. Djanković, Goran |
| 847-863 | The classification of two step nilpotent complex Lie algebras of dimension $8$. Yan, Zaili; Deng, Shaoqiang |
Search
Partner of
