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Result 1 to 19 of 19 total

Lebesgue-integral and completeness. (Hungarian)
Polygon 18, No. 2, 47-69 (2010).
Classification: I55 I95 I35 E75 Reviewer: Ödön Vancsó (Budapest)
1
A study of spherical geometry. (Ismerkedés a gömbi geometriával.) (Hungarian)
Mat. Tan. 17, No. 3, 12-20 (2009).
Classification: G93 D43 Reviewer: Ödön Vancsó (Budapest)
2
Thousend and one. (Ezeregy.) (Hungarian)
Polygon 18, No. 1, 47-56 (2009).
Classification: F64 M64 Reviewer: Ödön Vancsó (Budapest)
3
Let’s play with Pythagorian triplets. (Játsszunk Pitagoraszi tripletekkel.) (Hungarian)
Mat. Tan. 17, No. 2, 10-15 (2009).
Classification: F64 Reviewer: Ödön Vancsó (Budapest)
4
On the equation $x^{-n}+y^{-n}=z^{-n}$. (Az $x^{-n}+y^{-n}=z^{-n}$ egyenletről.) (Hungarian)
Mat. Tan. 17, No. 1, 3-9 (2009).
Classification: F64 Reviewer: Ödön Vancsó (Budapest)
5
Some applications of probability theory in discrete mathematics. (A valószinüségszámitás néhány alkalmazása a diszkrét matematikában.) (Hungarian)
Polygon 17, No. 1-2, 39-61 (2008).
Classification: N75 E65 F65 K35 K65 P25 Reviewer: Ödön Vancsó (Budapest)
6
Solving the area problem by extending the classical convergence concept. (A területprobléma megoldása a klasszikus konvergencia-fogalom kiterjesztésével.) (Hungarian)
Polygon 16, No. 2, 27-47 (2008).
Classification: I55 E65 I95 Reviewer: Ödön Vancsó (Budapest)
7
Generalizations of a Hermite identity. (A Hermite féle azonosság általánositása.) (Hungarian)
Mat. Tan. 16, No. 4, 3-8 (2008).
Classification: H24 I24 Reviewer: Ödön Vancsó (Budapest)
8
New ways in mathematics teaching 5. (Új utak a matematika tanitásában 5.) (Hungarian)
Mat. Tan. 16, No. 4, 14-20 (2008).
Classification: C34 D54 G34 I44 M54 Reviewer: Ödön Vancsó (Budapest)
9
New ways in mathematics teaching 4. (Hungarian)
Mat. Tan. 16, No. 3, 7-12 (2008).
Classification: C34 I24 I34 Reviewer: Ödön Vancsó (Budapest)
10
New ways in mathematics teaching 3. (Hungarian)
Mat. Tan. 16, No. 2, 9-14 (2008).
Classification: C34 I24 Reviewer: Ödön Vancsó (Budapest)
11
New ways in mathematics teaching 2. (Hungarian)
Mat. Tan. 16, No. 1, 13-16 (2008).
Classification: C33 C53 E54 Reviewer: Ödön Vancsó (Budapest)
12
Cells of bees: a minimum problem. (A méhek lépsejtjeiről: egy minimum probléma.) (Hungarian)
Mat. Tan. 15, No. 4, 7-10 (2007).
Classification: G34 I44 M60 H24 Reviewer: Ödön Vancsó (Budapest)
13
Something is invariant. (Hungarian)
Polygon 15, No. 2, 63-70 (2007).
Classification: D54 I54 Reviewer: Ödön Vancsó (Budapest)
14
New ways in mathematics teaching. (Uj utak a matematika tanításában.) (Hungarian)
Mat. Tan. 15, No. 4, 3-6 (2007).
Classification: C33 C53 E54 Reviewer: Ödön Vancsó (Budapest)
15
Some games that are not worthy to play ‒ or are they worthy to play? (Néhány játék, amelyeket nem érdemes játszani - vagy mégis?) (English)
Polygon 15, No. 1, 67-71 (2006).
Classification: K24 D54 Reviewer: Ödön Vancsó (Budapest)
16
The $\root m \of n$ (when not integer), $e$ and $π$ are irrational. (Az $\root m \of n$ (amikor nem egész), $e$ és $π$ irracionálisok.) (English)
Polygon 15, No. 1, 25-41 (2006).
Classification: F55 I55 Reviewer: Ödön Vancsó (Budapest)
17
Cryptography in the secondary schools. (Kriptográfia a középiskolában.) (Hungarian)
Mat. Tan. 13, No. 2, 3-13 (2005).
Classification: P74 P24 Reviewer: Ödön Vancsó (Budapest)
18
Pairing arrangements. (Rakjuk párba.) (Hungarian)
Polygon 14, No. 2, 63-72 (2005).
Classification: K20 D50 U40 Reviewer: Ödön Vancsó (Budapest)
19
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Result 1 to 19 of 19 total

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