Maximal partial line spreads of non-singular quadrics

For n >= 9 , we construct maximal partial line spreads for non-singular quadrics of for every size between approximately and , for some small constants and . These results are similar to spectrum results on maximal partial line spreads in finite projective spaces by Heden, and by Gacs and SzAnyi. These results also extend spectrum results on maximal partial line spreads in the finite generalized quadrangles and by Pepe, Roing and Storme

A note on maximal partial spreads with deficiency q+1, q even

AbstractWe settle an open case for the spectrum of sizes of maximal partial spreads in PG(3,q) by constructing an MPS of deficiency q+1 for all even q⩾8

A note on maximal partial spreads with deficiency q+1, q even

AbstractWe settle an open case for the spectrum of sizes of maximal partial spreads in PG(3,q) by constructing an MPS of deficiency q+1 for all even q⩾8