Pages that link to "Item:Q550631"

The following pages link to The distance-regular graphs such that all of its second largest local eigenvalues are at most one (Q550631):

Displaying 11 items.

• Distance-regular graphs with an eigenvalue \(-k < \theta \leq 2-k\) (Q405062) (← links)
• Graphs with least eigenvalue \(-2\): ten years on (Q491141) (← links)
• The distance-regular graphs with valency \(k \geq 2\), diameter \(D \geq 3\) and \(k_{D - 1} + k_D \leq 2 k\) (Q729793) (← links)
• A new feasibility condition for distance-regular graphs (Q1084413) (← links)
• Some interlacing results for the eigenvalues of distance-regular graphs (Q1766105) (← links)
• An inequality involving the local eigenvalues of a distance-regular graph (Q1826921) (← links)
• The 2-partially distance-regular graphs such that their second largest local eigenvalues are at most one (Q2065922) (← links)
• Non-bipartite distance-regular graphs with diameters 5, 6 and a smallest eigenvalue (Q2117517) (← links)
• Distance-regular Cayley graphs with least eigenvalue \(-2\) (Q2364625) (← links)
• An inequality involving the second largest and smallest eigenvalue of a distance-regular graph (Q2431156) (← links)
• Exceptional strongly regular graphs with eigenvalue 3 (Q5920692) (← links)