Pages that link to "Item:Q1926392"
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The following pages link to Optimal and efficient semi-Latin squares (Q1926392):
Displaying 14 items.
- DESIGN (Q19739) (← links)
- Balanced semi-Latin rectangles: properties, existence and constructions for block size two (Q828486) (← links)
- Uniform semi-Latin squares and their pairwise-variance aberrations (Q830735) (← links)
- Semi-Latin squares (Q1099911) (← links)
- Substitutes for the non-existent square lattice designs for 36 varieties (Q2084363) (← links)
- Constructions for regular-graph semi-Latin rectangles with block size two (Q2156807) (← links)
- Multi-part balanced incomplete-block designs (Q2423168) (← links)
- Efficient semi-Latin rectangles: designs for plant disease experiments (Q2739863) (← links)
- Automating the group-theoretic-based construction procedure for the \((n\times n)/k\) semi-Latin square (Q2770440) (← links)
- Designs, Groups and Computing (Q2841966) (← links)
- Uniform semi-Latin squares and their Schur-optimality (Q2909598) (← links)
- (Q3580436) (← links)
- Optimal semi-Latin squares with side six and block size two (Q4254231) (← links)
- Construction of balanced semi-Latin rectangles in block size four: an algorithmic approach (Q6581636) (← links)
