Pages that link to "Item:Q944719"

The following pages link to Ordering graphs with index in the interval \((2, \sqrt{2+\sqrt 5})\) (Q944719):

Displaying 15 items.

• The oriented bicyclic graphs whose skew-spectral radii do not exceed 2 (Q262588) (← links)
• Graphs whose signless Laplacian spectral radius does not exceed the Hoffman limit value (Q636251) (← links)
• Some notes on graphs whose index is close to 2 (Q876306) (← links)
• The cospectral equivalence classes of graphs having an isolated vertex (Q971680) (← links)
• An index theory for uniformly locally finite graphs (Q1019627) (← links)
• The index of a periodic graph (Q1329584) (← links)
• On graphs whose Laplacian index does not exceed 4.5 (Q1940309) (← links)
• Ordering the oriented unicyclic graphs whose skew-spectral radius is bounded by 2 (Q2250379) (← links)
• Ordering trees and graphs with few cycles by algebraic connectivity (Q2250940) (← links)
• Spectral ordering of trees with small index (Q2419071) (← links)
• Characterizing trees with large Laplacian energy (Q2437344) (← links)
• Further results on controllable graphs (Q2636813) (← links)
• Path-like graphs ordered by the index (Q5427447) (← links)
• Ordering graphs by their largest (least) <i>A</i>_α-eigenvalues (Q5888886) (← links)
• Ordering \(Q\)-indices of graphs: given size and circumference (Q6056721) (← links)