Journal Publications:

1. M. R. Alfuraidan, “Antipodal Distance-Transitive Graphs with Primitive Quotient of Diameter Two”, submitted to Discrete Mathematics.

2. M. R. Alfuraidan, “Bipartite Distance-Transitive Doubles with Primitive Halved of Diameter Two”, accepted in Graphs and Combinatorics Journal.
3. M. R. Alfuraidan and J. I. Hall, "Imprimitive Distance-Transitive Graphs with Primitive Core of Diameter at least 3", Michigan Math. J. 58(2009), 31-77.

4. M. R. Alfuraidan and J. I. Hall, “Smith’s Theorem and a characterization of the  6-cube as distance-transitive graph”, J. Algebraic Comb. 24(2) (2006), 195-207

Conference Proceeding:​​

5. M. R. Alfuraidan, “A distance-Regular Graph with Intersection Array {4,2,2,1,1,1;1,1,1,2,2,4} does not exist, "International Journal of pure and applied mathematics", V. 39 No. 3 (2008), 427-431

MS Thesis & PhD Desertification:​

6. M. R.  Alfuraidan, “On the Spectral Points of Graphs”, MS thesis, KFUPM, 1996.

7. M. R. Alfuraidan, “Imprimitive Distance-Transitive Graphs”, PhD dissertation, Michigan State University, 2004



Work in Progress:

8. M. R. Alfuraidan, A. Gardiner, and J. I. Hall, “Antipodal distance transitive Covers of Generalized Polygons", in preparation.

9. M. R. Alfuraidan and Sergey Shpectorov, “On uniqueness of generalized octagon of order (4, 2) "in preparation.

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