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nazanin movarraei
nazanin movarraei
Researcher, IPM Tehran
Verified email at ipm.ir - Homepage
Title
Cited by
Cited by
Year
On the chromatic edge stability number of graphs
A Kemnitz, M Marangio, N Movarraei
Graphs and Combinatorics 34 (6), 1539-1551, 2018
182018
Nordhaus-Gaddum and other bounds for the chromatic edge stability number
S Akbari, S Klavzar, N Movarraei, M Nahvi
European journal of combinatorics, 2018
142018
On the number of paths of lengths 3 and 4 in a graph
N Movarraei, MM Shikare
International Journal of Applied Mathematical Research 3 (2), 178, 2014
142014
Critical graphs for the chromatic edge-stability number
B Brešar, S Klavžar, N Movarraei
Discrete Mathematics 343 (6), 111845, 2020
92020
Dominator coloring of generalized Petersen graphs
JM Jeyaseeli, N Movarraei, S Arumugam
Theoretical Computer Science and Discrete Mathematics: First International …, 2017
72017
On the chromatic vertex stability number of graphs
S Akbari, A Beikmohammadi, S Klavžar, N Movarraei
European Journal of Combinatorics 102, 103504, 2022
62022
On the number of paths of length 5 in a graph
N Movarraei, S Boxwala
International Journal of Applied Mathematical Research 4 (2), 267-280, 2015
52015
On the chromatic edge stability index of graphs
S Akbari, A Beikmohammadi, B Brešar, T Dravec, MM Habibollahi, ...
European Journal of Combinatorics 111, 103690, 2023
42023
On the number of maximal independent sets in minimum colorings of split graphs
B Brešar, N Movarraei
Discrete Applied Mathematics 247, 352-356, 2018
42018
Oriented, 2-edge-colored, and 2-vertex-colored homomorphisms
P Ochem, N Movarraei
Information Processing Letters 123, 42-46, 2017
42017
On the number of cycles in a graph
N Movarraei, S Boxwala
Open journal of discrete mathematics 6 (2), 31-69, 2016
42016
THE HANOI GRAPH H3
AM Hinz, N Movarraei
Discussions mathematica graph theory, 0
4*
On the number of paths of length 6 in a graph
N Movarraei, SA Boxwala
International Journal of Applied Mathematics Research 4 (2), 267, 2015
32015
On the number of paths of lengths 6 in a graph
N Movarraei, S Boxwala
International journal of applied mathematical research 4 (2), 267-280, 2015
32015
Theoretical Computer Science and Discrete Mathematics: First International Conference, ICTCSDM 2016, Krishnankoil, India, December 19-21, 2016, Revised Selected Papers
S Arumugam, J Bagga, LW Beineke, BS Panda
Springer, 2017
12017
On the -edge stability number of graphs
S Akbari, RH Dolatabadi, M Jamaali, S Klavžar, N Movarraei
arXiv preprint arXiv:2403.05254, 2024
2024
THE HANOI GRAPH H³4.
AM Hinz, N Movarraei
Discussiones Mathematicae: Graph Theory 40 (4), 2020
2020
bgw. labri. fr
C Bachoc, S Gravier, F Havet, MA Henning, J Kratochvíl, M Montassier, ...
2014
On oriented and 2-edge colored graphs
N Movarraei, P Ochem
bgw. labri. fr, 9, 2014
2014
On problems related to colorings and combinatorics in graph theory
M Nazanin
Pune, 0
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