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.  

Moussa Daamouch. Strong k-transitive oriented graphs with large minimum degree. Communications in Combinatorics and Optimization, 10(3):681–693, 2025.

Moussa Daamouch. Seymour’s second neighborhood conjecture for m- free, k-transitive, k-anti-transitive digraphs and some approaches. Discrete Applied Mathematics, 304:332–341, 2021.

Moussa Daamouch. Seymour’s second neighborhood conjecture for 5- anti-transitive oriented graphs. Discrete Applied Mathematics, 285:454– 457, 2020.

Moussa Daamouch. Seymour’s second neighborhood conjecture for some oriented graphs with no sink. Discrete Mathematics Letters, 4:19–22, 2020.