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József Wildt International mathematical competition. The XI-th edition, 2001. (English)
Octogon 9, No. 1B, 576-580 (2001).
Classification: U40
1
Convergence of fuzzy random variables. (English)
Octogon 9, No. 1A, 8-16 (2001).
Classification: K60
2
K$_n$-decomposition of the line graphs of complete bipartite graphs. (English)
Octogon 9, No. 1A, 135-139 (2001).
Classification: K30
3
Data dependence for Mann iteration. (English)
Octogon 9, No. 2, 825-828 (2001).
Classification: I95
4
The backward Mann iteration. (English)
Octogon 9, No. 2, 797-801 (2001).
Classification: I95
5
On Aczél’s inequality. (English)
Octogon 9, No. 1A, 184-186 (2001).
Classification: I90
6
Integral inequalities for certain differential equations. (English)
Octogon 9, No. 1A, 120-126 (2001).
Classification: I70
7
Some remarks on the velocity-vorticity formulation for the stationary bidimensional stokes problem. A variational approach. (English)
Octogon 9, No. 1A, 105-110 (2001).
Classification: I70
8
About a class of functions which admits primitive functions. (English)
Octogon 9, No. 1B, 380-386 (2001).
Classification: I55
9
A method for generating new inequalities. (English)
Octogon 9, No. 2, 854-858 (2001).
Classification: I35
10
Convergent sequences with convergent means. (English)
Octogon 9, No. 2, 842-846 (2001).
Classification: I35
11
On the sums of infinitely many sequences. (English)
Octogon 9, No. 2, 839-841 (2001).
Classification: I35
12
A problem proposed by Tiberiu Popoviciu. (English)
Octogon 9, No. 2, 720-724 (2001).
Classification: I35
13
The convergence of some sequences. (English)
Octogon 9, No. 1B, 485-487 (2001).
Classification: I35
14
About the Romeo T. Ianculescu sequence. (English)
Octogon 9, No. 1B, 465-468 (2001).
Classification: I35
15
The sequence $x_{n+1}=x_n-ax_n+a$ and a generalization. (English)
Octogon 9, No. 1B, 452-454 (2001).
Classification: I35
16
The Lalescu sequence, centuary sequence. (English)
Octogon 9, No. 1B, 443-451 (2001).
Classification: I35
17
On the convergence of two families of sequences. (English)
Octogon 9, No. 1B, 348-354 (2001).
Classification: I35
18
On generalization of two new inequalities. (English)
Octogon 9, No. 1A, 40-45 (2001).
Classification: I30
19
Applications of Jensen’s inequality. (English)
Octogon 9, No. 2, 804-824 (2001).
Classification: I25
20
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Result 1 to 20 of 144 total

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