C4 □ C4

Other names:    rectification of {4,4}(2,2)       16-circulant(1,5)   

Statistics

It has degree 4, with 16 vertices and 32 edges.
It has girth 4, diameter 4 and radius 4.
Its symmetry group is (C2×C2×C2×C2)⋊S4, with 384 elements.
It is bipartite.
It is Hamiltonian.
It is symmetric.
Its distance-list is 1,4,6,4,1.

Remarks

The graph of the tessaract, {4,3,3}

As a graph product

C4 □ C4 can be regarded as 4-cycle 4-cycle

Regular maps

C4 □ C4 is the skeleton of {4,4}(4,0)


Lists of Graphs
Index to Regular Maps