Abstract
A set of kind s in the Galois space Sr,q is a set of points such that any s+1 are linearly independent but there is at least one subset of s+2 The packing problem is that of finding , the largest size of kind s in Sr,q. The main result is the evaluation of for all s⩽r⩽5. linearly dependent points. Some partial results bounding ms6,3 are also given.
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