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Generalized Krein Parameters of a Strongly Regular Graph
2015
Applied Mathematics
We consider the real three-dimensional Euclidean Jordan algebra associated to a strongly regular graph. Then, the Krein parameters of a strongly regular graph are generalized and some generalized Krein admissibility conditions are deduced. Furthermore, we establish some relations between the classical Krein parameters and the generalized Krein parameters.
doi:10.4236/am.2015.61005
fatcat:5lrd6gioyvdavljph53vtzq6fu