رفتن به محتوای اصلی
خانه
Dr. Behnaz Omoomi
Professor of Mathematical Sciences

Articles

type:
Title Date
Smallest defining number of r-regular k-chromatic graphs: r≠k. Ars Combinatoria -
Edge clique covering sum of graphs -
On incidence coloring for some graphs of maximum degree 4 -
On the b-Coloring of Some Special Graphs -
A polynomial time algorithm to find the star chromatic index of trees -
On the local colorings of graphs -
Some lower bounds for the L-intersection number of graphs -
Unique basis graphs -
On the Total Restrained Domination Number -
Star Edge Coloring of Cartesian Product of Graphs -
Constructing regular graphs with smallest defining number -
Pairwise balanced designs and sigma clique partitions -
Characterization of n-vertex graphs with metric‎‎ dimension n-3 -
A Note on the p-Prime Algorithm for Solving the Maximum Independent Set Problem -
Star Edge Coloring of Cactus Graphs -
On b-coloring of Kneser graphs -
On the 1-2-3-conjecture -
Characterization of a Class of Hamiltonian Connected Graphs -
A characterization of some graphs with metric dimension two -
On the locating chromatic number of Kneser graphs -

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