Pages that link to "Item:Q3972906"
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The following pages link to Embedding theorems for partial Latin squares (Q3972906):
Displaying 17 items.
- Multi-Latin squares (Q539869) (← links)
- A construction for biembeddings of Latin squares (Q640450) (← links)
- Completing a solution of the embedding problem for incomplete idempotent Latin squares when numerical conditions suffice (Q713155) (← links)
- Embedding an incomplete latin square in a latin square with a prescribed diagonal (Q796539) (← links)
- Quarter-regular biembeddings of Latin squares (Q965942) (← links)
- Embedding incomplete double diagonal latin squares (Q1227744) (← links)
- An \(n\) to \(2n\) embedding of incomplete idempotent latin squares for small values of \(n\) (Q1969778) (← links)
- Embedding connected factorizations (Q2131871) (← links)
- A polynomial embedding of pairs of orthogonal partial Latin squares (Q2452422) (← links)
- Ryser's theorem for \(\rho\)-Latin rectangles (Q2672929) (← links)
- (Q4016818) (← links)
- MAXIMUM GENUS EMBEDDINGS OF LATIN SQUARES (Q4636396) (← links)
- BIEMBEDDINGS OF LATIN SQUARES AND HAMILTONIAN DECOMPOSITIONS (Q4670366) (← links)
- (Q4677896) (← links)
- (Q4853756) (← links)
- The finite embeddability property for IP loops and local embeddability of groups into finite IP loops (Q5217092) (← links)
- Embedding a latin square in a pair of orthogonal latin squares (Q5486312) (← links)
