## Largest Known (Degree, Diameter)-Graphs

### Diameter 10

Last modification: August 31, 2006
http://www-mat.upc.es/grup_de_grafs/desc_g10.html

**Conder_1250**
Delta= **3**, Diam= **10**; N=**1 250**; Moore bound=3070;
Communicated by Marston Conder ( m.conder@auckland.ac.nz ) on August 17, 2006.
http://www.math.auckland.ac.nz/~conder/symmcubic2048list.txt
Download the adjacency list of the graph.

**Loz_17703**
Degree= **4**, Diameter = **10**; Order =**17604**; Moore
bound=118097.
Communicated by Eyal Loz, Math Dep., Auckland Univ., New Zealand (July 2006)
Download the adjacency list of the graph.
Link to Eyal Loz's data. (eloz002 @ math .auckland. ac. nz )
Communicated July 2006.

Results for diameter 10 and degrees 5 to 14 obtained by
Eyal Loz, Math Dep., Auckland Univ., New Zealand (August 2006)
Link to Eyal Loz's data. (eloz002 @ math .auckland. ac. nz )

**Q**_{11}Q_{4} H_{11}
Degree= **15**, Diameter = **10**; Order =**4.149.702.144**;
Moore bound=.
J. Gomez Marti, M. Miller. Two new families of large compound graphs. Networks 47 (2006) pp. 140-146.

**Q**_{11}S_{6} H_{13}
Degree= **16**, Diameter = **10**; Order =**7 394 669 856**;
Moore bound=.