Pages that link to "Item:Q2689488"

The following pages link to On integral graphs which belong to the class \(\overline{\alpha G_a \cup \beta G_b}\) where \(G_a\) and \(G_b\) are two regular integral graphs (Q2689488):

Displaying 9 items.

• On integral graphs which belong to the class \(\overline {\alpha K_{a,a}\cup \beta K_{b,b}}\) (Q815974) (← links)
• On integral graphs which belong to the class \(\overline{\alpha K_{a,b}}\) (Q1423498) (← links)
• On integral graphs which belong to the class \(\overline {\alpha K_a \cup \beta K_b}\) (Q1428983) (← links)
• Comments on: ``On integral graphs which belong to the class \(\overline{\alpha K_{a,b}}\)'' (Q2191278) (← links)
• Some classes of integral graphs which belong to the class αKa U βKb,b (Q3377637) (← links)
• On the Seidel integral graphs which belong to the class αKa,a ∪ βKb,b (Q5056454) (← links)
• (Q5320603) (← links)
• \(D\)-integral, \(D^Q\)-integral and \(D^L\)-integral generalized double-wheel graphs (Q6564853) (← links)
• Integral trees with diameter 6 (Q6611054) (← links)