Title of article
A family of small complete caps in PG(n,2)
Author/Authors
Imber، نويسنده , , Jeffrey J.E. and Wehlau، نويسنده , , David L.، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2003
Pages
3
From page
613
To page
615
Abstract
The smallest known complete caps in PG(n,2) have size 23(2(n−6)/2)−3 if n≥10 is even and size 15(2(n−5)/2)−3 if n≥9 is odd. Here we give a simple construction of complete caps in PG(n,2) of size 24(2(n−6)/2)−3 if n is even and size 16(2(n−5)/2)−3 if n is odd. Thus these caps are only slightly larger than the smallest complete caps known in PG(n,2).
Journal title
European Journal of Combinatorics
Serial Year
2003
Journal title
European Journal of Combinatorics
Record number
1549422
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