Email 1: darine.mniny@lau.edu.lb
Email 2: darine.mniny@liu.edu.lb
Team: Graph Theory
Function: Researcher
Darine Al-Mniny, Salman Ghazal: Secant edges: a tool for Cohen et al.’s conjectures about subdivisions of oriented cycles and bispindles in Hamiltonian digraphs with large chromatic number, Graphs and Combinatorics 41, 13 (2025)
Darine Al-Mniny, On bispindles B(k1, k2; 1) in strongly connected digraphs with large chromatic number, Australasian journal of combinatorics, Volume 90(2) (2024), Pages 94–109.
Darine Al-Mniny, Salman Ghazal: The Second Neighborhood Conjecture For Oriented Graphs Missing -Free Graphs, Australasian Journal of Combinatorics 81 (1) (2021): 58-88
Darine Al-Mniny, Subdivisions of four blocks cycles in digraphs with large chromatic number, Discret. Appl. Math. 305 (2021) 71–75.
Moussa Daamouch, Darine Al-Mniny, and Salman Ghazal. About the second neighborhood conjecture for tournaments missing two stars or disjoint paths. Contributions to Discrete Mathematics. Accepted.