No partial 1-spread of class \([0,\geq 2]_ d\) in PG(2d-1,q) exists (Q2640136)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | No partial 1-spread of class \([0,\geq 2]_ d\) in PG(2d-1,q) exists |
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No partial 1-spread of class \([0,\geq 2]_ d\) in PG(2d-1,q) exists (English)
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1991
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A partial 1-spread in PG(r,q) is a set of mutually disjoint lines. The class of partial 1-spreads referred to in the title consists of those partial 1-spreads S such that no projective d-space contains exactly one element of S. The main result is stated by the title.
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partial 1-spread
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PG(r,q)
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