I am interested in the properties of the following subclass of split graphs:
The class consists of all split graphs $G=(Ccup I)$ where $C$ is a clique and $I$ an independent set, and every pair of vertices in $I$ have at least one common neighbor in $C$.
Does this class of graphs have a special name? Has this class and its properties been studied? If so, what would be some good references for this?
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