The following pages link to Large caps (Q1402876):
Displaying 29 items.
- Bicovering arcs and small complete caps from elliptic curves (Q364712) (← links)
- A new construction of caps (Q712229) (← links)
- Generalized Pellegrino caps (Q714459) (← links)
- Small complete caps in Galois affine spaces (Q871280) (← links)
- On subsets of \(\mathbb F_q^n\) containing no \(k\)-term progressions (Q976161) (← links)
- Sequences in abelian groups \(G\) of odd order without zero-sum subsequences of length \(\exp(G)\) (Q1009000) (← links)
- Integral point sets over \(\mathbb Z_n^m\) (Q1026112) (← links)
- On sizes of complete caps in projective spaces \(\mathrm{PG}(n, q)\) and arcs in planes \(\mathrm{PG}(2, q)\) (Q1037215) (← links)
- Maximal three-independent subsets of \(\{0,1,2\}^ n\) (Q1329111) (← links)
- Bounds and constructions for \(\overline {3}\)-strongly separable codes with length 3 (Q1699269) (← links)
- Cyclic and elementary abelian caps in projective spaces (Q1808784) (← links)
- Linear independence in finite spaces (Q1821348) (← links)
- Caps in the projective geometry PG\((n,4)\) (Q1827583) (← links)
- The classification of the largest caps in AG(5, 3) (Q1865373) (← links)
- Long binary linear codes and large caps in projective space (Q1963172) (← links)
- The cap set problem and standard diagrams (Q1981684) (← links)
- Demicaps in \(\mathrm{AG}(4,3)\) and maximal cap partitions (Q2102768) (← links)
- Sidon sets and 2-caps in \(\mathbb{F}_3^n\) (Q2326853) (← links)
- The minimum size of complete caps in \(({\mathbb Z}/n{\mathbb Z})^2\) (Q2500977) (← links)
- On multiple caps in finite projective spaces (Q2638405) (← links)
- On near-MDS codes and caps (Q2692969) (← links)
- On a Construction of Caps (Q3439646) (← links)
- Binary codes and caps (Q4222157) (← links)
- Complete Caps in AG(N,q) with Both<i>N</i>and<i>q</i>Odd (Q4591507) (← links)
- (Q5173199) (← links)
- Caps on classical varieties and their projections (Q5927681) (← links)
- Large caps in small spaces (Q5937087) (← links)
- Exponentially larger affine and projective caps (Q6075460) (← links)
- How many cards should you lay out in a game of \textit{EvenQuads}: a detailed study of caps in \(\mathrm{AG}(n, 2)\) (Q6108941) (← links)
