×
Author ID: nemeth.laszlo Recent zbMATH articles by "Németh, László"
Published as: Németh, László; Németh, L.; Nemeth, Laszlo
Homepage: http://matematika.emk.uni-sopron.hu/en_GB/laszlo-nemeth
External Links: ORCID · arXiv · ResearchGate

Publications by Year

Citations contained in zbMATH Open

17 Publications have been cited 51 times in 29 Documents Cited by Year
On the hyperbolic Pascal pyramid. Zbl 1354.52024
Németh, László
9
2016
Hyperbolic Pascal triangles. Zbl 1410.11021
Belbachir, Hacène; Németh, László; Szalay, László
9
2016
On the Diophantine equation \(\sum_{j=1}^kjF_j^p=F_n^q\). Zbl 1463.11047
Soydan, Gökhan; Németh, László; Szalay, László
6
2018
Recurrence sequences in the hyperbolic Pascal triangle corresponding to the regular mosaic \(\{4, 5\}\). Zbl 1374.11019
Németh, László; Szalay, László
5
2016
Power sums in hyperbolic Pascal triangles. Zbl 1438.05003
Németh, László; Szalay, László
4
2018
Alternating sums in hyperbolic Pascal triangles. Zbl 1389.11070
Németh, László; Szalay, László
3
2016
The trinomial transform triangle. Zbl 1439.11041
Németh, László
3
2018
Fibonacci words in hyperbolic Pascal triangles. Zbl 1390.05007
Németh, László
2
2017
On the binomial interpolated triangles. Zbl 1368.11013
Németh, László
2
2017
Pascal pyramid in the space \(\mathbf{H}^{2}\times \mathbf{R}\). Zbl 1384.52017
Németh, László
1
2017
Hyperbolic Pascal simplex. Zbl 1375.05051
Nemeth, Laszlo
1
2017
Rose curves with Chebyshev polynomials. Zbl 1404.51021
Németh, László
1
2015
The growing ratios of hyperbolic regular mosaics with bounded cells. Zbl 1379.52022
Németh, László
1
2017
Generalized Pascal’s triangles and associated \(k\)-Padovan-like sequences. Zbl 07431726
Anatriello, Giuseppina; Németh, László; Vincenzi, Giovanni
1
2022
Tilings of \((2 \times 2 \times n)\)-board with coloured cubes and bricks. Zbl 1475.97043
Németh, László
1
2020
Tilings of hyperbolic \((2 \times n)\)-board with colored squares and dominoes. Zbl 1411.05054
Komatsu, Takao; Németh, László; Szalay, László
1
2018
Sequences involving square zig-zag shapes. Zbl 1471.11036
Németh, László; Szalay, László
1
2021
Generalized Pascal’s triangles and associated \(k\)-Padovan-like sequences. Zbl 07431726
Anatriello, Giuseppina; Németh, László; Vincenzi, Giovanni
1
2022
Sequences involving square zig-zag shapes. Zbl 1471.11036
Németh, László; Szalay, László
1
2021
Tilings of \((2 \times 2 \times n)\)-board with coloured cubes and bricks. Zbl 1475.97043
Németh, László
1
2020
On the Diophantine equation \(\sum_{j=1}^kjF_j^p=F_n^q\). Zbl 1463.11047
Soydan, Gökhan; Németh, László; Szalay, László
6
2018
Power sums in hyperbolic Pascal triangles. Zbl 1438.05003
Németh, László; Szalay, László
4
2018
The trinomial transform triangle. Zbl 1439.11041
Németh, László
3
2018
Tilings of hyperbolic \((2 \times n)\)-board with colored squares and dominoes. Zbl 1411.05054
Komatsu, Takao; Németh, László; Szalay, László
1
2018
Fibonacci words in hyperbolic Pascal triangles. Zbl 1390.05007
Németh, László
2
2017
On the binomial interpolated triangles. Zbl 1368.11013
Németh, László
2
2017
Pascal pyramid in the space \(\mathbf{H}^{2}\times \mathbf{R}\). Zbl 1384.52017
Németh, László
1
2017
Hyperbolic Pascal simplex. Zbl 1375.05051
Nemeth, Laszlo
1
2017
The growing ratios of hyperbolic regular mosaics with bounded cells. Zbl 1379.52022
Németh, László
1
2017
On the hyperbolic Pascal pyramid. Zbl 1354.52024
Németh, László
9
2016
Hyperbolic Pascal triangles. Zbl 1410.11021
Belbachir, Hacène; Németh, László; Szalay, László
9
2016
Recurrence sequences in the hyperbolic Pascal triangle corresponding to the regular mosaic \(\{4, 5\}\). Zbl 1374.11019
Németh, László; Szalay, László
5
2016
Alternating sums in hyperbolic Pascal triangles. Zbl 1389.11070
Németh, László; Szalay, László
3
2016
Rose curves with Chebyshev polynomials. Zbl 1404.51021
Németh, László
1
2015

Citations by Year