Bell polynomials and binomial type sequences. - Miloud Mihoubi 002 (Discret. Math., 2008)

A generalized recurrence for Bell polynomials: An alternate approach to Spivey and Gould-Quaintance formulas. - Hacène Belbachir; Miloud Mihoubi 002 (Eur. J. Comb., 2009)

The (Exponential) Bipartitional Polynomials and Polynomial Sequences of Trinomial Type: Part II. - Hacène Belbachir; Miloud Mihoubi 002 (Integers, 2011)

The (Exponential) Bipartitional Polynomials and Polynomial Sequences of Trinomial Type: Part I. - Miloud Mihoubi 002; Hacène Belbachir (Integers, 2011)

The (r1, ..., rp)-Stirling Numbers of the Second Kind. - Miloud Mihoubi 002; Mohammed Said Maamra (Integers, 2012)

The role of binomial type sequences in determination identities for Bell polynomials. - Miloud Mihoubi 002 (Ars Comb., 2013)

Generalization of Universal Partition and Bipartition Theorems. - Hacène Belbachir; Miloud Mihoubi 002 (Integers, 2013)

The (r1, ..., rp)-Bell Polynomials. - Mohammed Said Maamra; Miloud Mihoubi 002 (Integers, 2014)

Linear Recurrences for r-Bell Polynomials. - Miloud Mihoubi 002; Hacène Belbachir (J. Integer Seq., 2014)

The s-degenerate r-Lah numbers. - Miloud Mihoubi 002; Lilia Reggane (Ars Comb., 2015)

On the b-domatic number of graphs. - Mohammed Benatallah; Noureddine Ikhlef Eschouf; Miloud Mihoubi 002 (Discuss. Math. Graph Theory, 2019)

Note on chromatic polynomials of the threshold graphs. - Noureddine Chikh; Miloud Mihoubi 002 (Electron. J. Graph Theory Appl., 2019)

A New Class of the r-Stirling Numbers and the Generalized Bernoulli Polynomials. - Miloud Mihoubi 002; Meriem Tiachachat (Integers, 2020)