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Solutions to Diophantine equation for Ramanujan graph construction

I am working with so-called Ramanujan graphs which have the property that a lower bound on their girth can be stated. … b,c,d$ are even. if $p\equiv 3 \mod{4}$ then $a>0$ odd; $b,c$ odd and $d$ even It is stated that such a diophantine equation has several answers and so by using them you can construct the associated Ramanujan
Josu Etxezarreta Martinez's user avatar